{"id":16253,"date":"2024-12-25T18:40:16","date_gmt":"2024-12-25T18:40:16","guid":{"rendered":"https:\/\/ibmaths.com\/?page_id=16253"},"modified":"2025-02-21T09:40:46","modified_gmt":"2025-02-21T08:40:46","slug":"hlaa1","status":"publish","type":"page","link":"https:\/\/ibmaths.com\/ibaasl\/hlaa1\/","title":{"rendered":"SLAA1"},"content":{"rendered":"<div class=\"brz-root__container brz-reset-all brz brz-root__container-page\">\n<section id=\"aa446065aff1f9cedd9c_terrWCOP4mUF\" class=\"brz-section brz-css-4557o8\">\n<div class=\"brz-section__content brz-section--boxed brz-css-iewvks brz-css-1grikaz\" data-brz-custom-id=\"zdYtJD5GvSA9\">\n<div class=\"brz-bg\">\n<div class=\"brz-bg-color\"><\/div>\n<\/div>\n<div class=\"brz-container brz-css-1ajlxyy\">\n<div id=\"\" class=\"brz-css-1jgdtev brz-wrapper\">\n<div class=\"brz-rich-text brz-rich-text__custom brz-css-1pfa6jb\" data-brz-custom-id=\"juiMxBqEdUfp\">\n<div data-brz-translate-text=\"1\">\n<p class=\"brz-text-lg-justify brz-lh-lg-1_5 brz-ls-lg-1 brz-fw-lg-400 brz-fss-lg-px brz-fs-lg-46 brz-ft-adobe brz-ff-fields brz-fsft-lg-0 brz-fwdth-lg-100 brz-vfw-lg-400 brz-tp-lg-abovetitle brz-css-dmYy8\" data-generated-css=\"brz-css-wbpY9\" data-uniq-id=\"n7cAl\"><strong class=\"brz-bold-true brz-cp-color3\" style=\"color: rgb(15, 119, 196);\">01 AA SL &#8211; Algebra and Number<\/strong><\/p>\n<\/div>\n<\/div>\n<\/div>\n<div id=\"\" class=\"brz-css-1jgdtev brz-wrapper\">\n<div data-brz-data-selected=\"%22%5B%5C%22h1%5C%22%2C%5C%22h2%5C%22%2C%5C%22h3%5C%22%2C%5C%22h4%5C%22%2C%5C%22h5%5C%22%2C%5C%22h6%5C%22%5D%22\" data-brz-data-minimized=\"off\" data-brz-data-minimized-tablet=\"off\" data-brz-data-minimized-mobile=\"off\" data-brz-data-include=\"\" data-brz-data-exclude=\"\" data-brz-data-marker=\"circle\" data-brz-data-anim-duration=\"0.3\" class=\"brz-toc brz-toc--opened brz-css-1ri2atp brz-css-b2o5gl\">\n<div class=\"brz-toc-header\"><span data-brz-translate-text=\"1\" class=\"brz-toc-title brz-span brz-text__editor\">Table of Contents<\/span><\/div>\n<div class=\"brz-toc-body brz-toc-text-underline\"><\/div>\n<\/div>\n<\/div>\n<\/div>\n<\/div>\n<\/section>\n<section id=\"756ff8626642c176f4ec_bONPeV3G2Rzm\" class=\"brz-section brz-css-4557o8\">\n<div class=\"brz-section__content brz-section--boxed brz-css-iewvks brz-css-161gd0v\" data-brz-custom-id=\"rAoJ3Vy2zfcj\">\n<div class=\"brz-bg\">\n<div class=\"brz-bg-color\"><\/div>\n<\/div>\n<div class=\"brz-container brz-css-1ajlxyy\">\n<div id=\"\" class=\"brz-css-1jgdtev brz-wrapper\">\n<div class=\"brz-rich-text brz-rich-text__custom brz-css-1pfa6jb\" data-brz-custom-id=\"ffRoTM5dz2tL\">\n<div data-brz-translate-text=\"1\">\n<h4 class=\"brz-tp-lg-heading4 brz-css-tFcj9\" data-generated-css=\"brz-css-lAngL\" data-uniq-id=\"knALe\"><span class=\"brz-cp-color5\" style=\"color: rgba(var(--brz-global-color5),1);\">Basic Quadratics<\/span><\/h4>\n<\/div>\n<\/div>\n<\/div>\n<\/div>\n<\/div>\n<\/section>\n<section id=\"687b63550d1d397d8050_eabMjNxrUM7i\" class=\"brz-section brz-css-4557o8\">\n<div class=\"brz-section__content brz-section--boxed brz-css-iewvks brz-css-y00m31\" data-brz-custom-id=\"iQCyqnYZ9uXb\">\n<div class=\"brz-bg\">\n<div class=\"brz-bg-color\"><\/div>\n<\/div>\n<div class=\"brz-container brz-css-1ajlxyy\">\n<div class=\"brz-row__container brz-css-91xslw\" data-brz-custom-id=\"p48AhU3OcoII\">\n<div class=\"brz-bg\"><\/div>\n<div class=\"brz-row brz-css-1wunde5 brz-css-123mh3x\">\n<div class=\"brz-columns brz-css-op8nrk\" data-brz-custom-id=\"n95OxqNTuEKY\">\n<div class=\"brz-bg\"><\/div>\n<div class=\"brz-column__items brz-css-67r6oa\">\n<div id=\"\" class=\"brz-css-1jgdtev brz-wrapper\">\n<div class=\"brz-rich-text brz-rich-text__custom brz-css-1pfa6jb\" data-brz-custom-id=\"jOWx3IqHy9PT\">\n<div data-brz-translate-text=\"1\">\n<p class=\"brz-ff-fields brz-ft-adobe brz-fs-lg-18 brz-fss-lg-px brz-fw-lg-400 brz-ls-lg-0 brz-lh-lg-1 brz-vfw-lg-400 brz-fwdth-lg-100 brz-fsft-lg-0 brz-tp-lg-subtitle brz-css-xhCif\" data-uniq-id=\"rauyE\" data-generated-css=\"brz-css-nkpks\"><strong class=\"brz-cp-color3\" style=\"color: rgb(15, 119, 196);\">Factorising 1<\/strong><\/p>\n<\/div>\n<\/div>\n<\/div>\n<div id=\"\" class=\"brz-css-1jgdtev brz-wrapper\">\n<div class=\"brz-video brz-youtube-video brz-video-on-controls-hidden brz-css-q1krkm\" data-brz-custom-id=\"briCIWuljCwG\">\n<div class=\"brz-video-content\" data-loop=\"false\" data-muted=\"false\" data-autoplay=\"off\">\n<div class=\"video-wrapper brz-image-fix-16-9\">\n<div class=\"brz-video-data brz-hidden\" data-src=\"https:\/\/www.youtube.com\/embed\/5xf9CilXhyc?autoplay=0&amp;controls=1&amp;start=0&amp;end=0&amp;modestbranding=0&amp;wmode=transparent&amp;enablejsapi=1&amp;loop=0&amp;rel=0&amp;mute=0\" data-population=\"\" data-controls=\"true\" data-branding=\"true\" data-intro=\"true\" data-start=\"0\" data-end=\"0\" data-loop=\"false\" data-autoplay=\"off\"><\/div>\n<p><iframe loading=\"lazy\" allowfullscreen=\"\" class=\"intrinsic-ignore brz-iframe\" src=\"https:\/\/www.youtube.com\/embed\/5xf9CilXhyc?autoplay=0&amp;controls=1&amp;start=0&amp;end=0&amp;modestbranding=0&amp;wmode=transparent&amp;enablejsapi=1&amp;loop=0&amp;rel=0&amp;mute=0\" title=\"video\"><\/iframe><\/div>\n<\/div>\n<\/div>\n<\/div>\n<\/div>\n<\/div>\n<div class=\"brz-columns brz-css-op8nrk\" data-brz-custom-id=\"eVsaNYmAFYwy\">\n<div class=\"brz-bg\"><\/div>\n<div class=\"brz-column__items brz-css-67r6oa\">\n<div id=\"\" class=\"brz-css-1jgdtev brz-wrapper\">\n<div class=\"brz-rich-text brz-rich-text__custom brz-css-1pfa6jb\" data-brz-custom-id=\"wQLzMHV8URRV\">\n<div data-brz-translate-text=\"1\">\n<p class=\"brz-tp-lg-subtitle brz-css-bM4D_\" data-generated-css=\"brz-css-i_0XC\" data-uniq-id=\"xFwKm\"><strong class=\"brz-cp-color3\" style=\"color: rgb(15, 119, 196);\">Factorising<\/strong><span class=\"brz-cp-color3\" style=\"color: rgba(var(--brz-global-color3),1);\"> 2<\/span><\/p>\n<\/div>\n<\/div>\n<\/div>\n<div id=\"\" class=\"brz-css-1jgdtev brz-wrapper\">\n<div class=\"brz-video brz-youtube-video brz-video-on-controls-hidden brz-css-q1krkm\" data-brz-custom-id=\"rvugqAZnnJoL\">\n<div class=\"brz-video-content\" data-loop=\"false\" data-muted=\"false\" data-autoplay=\"off\">\n<div class=\"video-wrapper brz-image-fix-16-9\">\n<div class=\"brz-video-data brz-hidden\" data-src=\"https:\/\/www.youtube.com\/embed\/FBjOv22rorM?autoplay=0&amp;controls=1&amp;start=0&amp;end=0&amp;modestbranding=0&amp;wmode=transparent&amp;enablejsapi=1&amp;loop=0&amp;rel=0&amp;mute=0\" data-population=\"\" data-controls=\"true\" data-branding=\"true\" data-intro=\"true\" data-start=\"0\" data-end=\"0\" data-loop=\"false\" data-autoplay=\"off\"><\/div>\n<p><iframe loading=\"lazy\" allowfullscreen=\"\" class=\"intrinsic-ignore brz-iframe\" src=\"https:\/\/www.youtube.com\/embed\/FBjOv22rorM?autoplay=0&amp;controls=1&amp;start=0&amp;end=0&amp;modestbranding=0&amp;wmode=transparent&amp;enablejsapi=1&amp;loop=0&amp;rel=0&amp;mute=0\" title=\"video\"><\/iframe><\/div>\n<\/div>\n<\/div>\n<\/div>\n<\/div>\n<\/div>\n<\/div>\n<\/div>\n<\/div>\n<\/div>\n<\/section>\n<section id=\"78ddab3e538edb6ea6da_grQyofNrBqbC\" class=\"brz-section brz-css-4557o8\">\n<div class=\"brz-section__content brz-section--boxed brz-css-iewvks brz-css-10cdpv4\" data-brz-custom-id=\"cEmWtizqOWiM\">\n<div class=\"brz-bg\">\n<div class=\"brz-bg-color\"><\/div>\n<\/div>\n<div class=\"brz-container brz-css-1ajlxyy\">\n<div class=\"brz-row__container brz-css-91xslw\" data-brz-custom-id=\"sE98Mztf9J1m\">\n<div class=\"brz-bg\"><\/div>\n<div class=\"brz-row brz-css-1wunde5 brz-css-123mh3x\">\n<div class=\"brz-columns brz-css-op8nrk\" data-brz-custom-id=\"cwDYc3s3509R\">\n<div class=\"brz-bg\"><\/div>\n<div class=\"brz-column__items brz-css-67r6oa\">\n<div id=\"\" class=\"brz-css-1jgdtev brz-wrapper\">\n<div class=\"brz-rich-text brz-rich-text__custom brz-css-1pfa6jb\" data-brz-custom-id=\"qdRtiHvqz9W6\">\n<div data-brz-translate-text=\"1\">\n<p class=\"brz-tp-lg-subtitle brz-fsft-lg-0 brz-fwdth-lg-100 brz-vfw-lg-400 brz-lh-lg-1 brz-ls-lg-0 brz-fw-lg-400 brz-fss-lg-px brz-fs-lg-18 brz-ft-adobe brz-ff-fields brz-css-yEouw\" data-generated-css=\"brz-css-buHcr\" data-uniq-id=\"y1q6s\"><strong class=\"brz-cp-color3\" style=\"color: rgb(15, 119, 196);\">Factorising 3<\/strong><\/p>\n<\/div>\n<\/div>\n<\/div>\n<div id=\"\" class=\"brz-css-1jgdtev brz-wrapper\">\n<div class=\"brz-video brz-youtube-video brz-video-on-controls-hidden brz-css-q1krkm\" data-brz-custom-id=\"nN5fjYglLmBD\">\n<div class=\"brz-video-content\" data-loop=\"false\" data-muted=\"false\" data-autoplay=\"off\">\n<div class=\"video-wrapper brz-image-fix-16-9\">\n<div class=\"brz-video-data brz-hidden\" data-src=\"https:\/\/www.youtube.com\/embed\/fcH6d__4FB0?autoplay=0&amp;controls=1&amp;start=0&amp;end=0&amp;modestbranding=0&amp;wmode=transparent&amp;enablejsapi=1&amp;loop=0&amp;rel=0&amp;mute=0\" data-population=\"\" data-controls=\"true\" data-branding=\"true\" data-intro=\"true\" data-start=\"0\" data-end=\"0\" data-loop=\"false\" data-autoplay=\"off\"><\/div>\n<p><iframe loading=\"lazy\" allowfullscreen=\"\" class=\"intrinsic-ignore brz-iframe\" src=\"https:\/\/www.youtube.com\/embed\/fcH6d__4FB0?autoplay=0&amp;controls=1&amp;start=0&amp;end=0&amp;modestbranding=0&amp;wmode=transparent&amp;enablejsapi=1&amp;loop=0&amp;rel=0&amp;mute=0\" title=\"video\"><\/iframe><\/div>\n<\/div>\n<\/div>\n<\/div>\n<\/div>\n<\/div>\n<div class=\"brz-columns brz-css-op8nrk\" data-brz-custom-id=\"j0N38dgcQXvH\">\n<div class=\"brz-bg\"><\/div>\n<div class=\"brz-column__items brz-css-67r6oa\">\n<div id=\"\" class=\"brz-css-1jgdtev brz-wrapper\">\n<div class=\"brz-rich-text brz-rich-text__custom brz-css-1pfa6jb\" data-brz-custom-id=\"xDG16NwqedRG\">\n<div data-brz-translate-text=\"1\">\n<p class=\"brz-tp-lg-subtitle brz-css-wEaoO\" data-uniq-id=\"bb1ng\" data-generated-css=\"brz-css-vo3vR\"><strong class=\"brz-cp-color3\" style=\"color: rgb(15, 119, 196);\">Factorising<\/strong><span class=\"brz-cp-color3\" style=\"color: rgba(var(--brz-global-color3),1);\"> 4<\/span><\/p>\n<\/div>\n<\/div>\n<\/div>\n<div id=\"\" class=\"brz-css-1jgdtev brz-wrapper\">\n<div class=\"brz-video brz-youtube-video brz-video-on-controls-hidden brz-css-q1krkm\" data-brz-custom-id=\"sZ5FQGx3ucEV\">\n<div class=\"brz-video-content\" data-loop=\"false\" data-muted=\"false\" data-autoplay=\"off\">\n<div class=\"video-wrapper brz-image-fix-16-9\">\n<div class=\"brz-video-data brz-hidden\" data-src=\"https:\/\/www.youtube.com\/embed\/IZOClVLuqE8?autoplay=0&amp;controls=1&amp;start=0&amp;end=0&amp;modestbranding=0&amp;wmode=transparent&amp;enablejsapi=1&amp;loop=0&amp;rel=0&amp;mute=0\" data-population=\"\" data-controls=\"true\" data-branding=\"true\" data-intro=\"true\" data-start=\"0\" data-end=\"0\" data-loop=\"false\" data-autoplay=\"off\"><\/div>\n<p><iframe loading=\"lazy\" allowfullscreen=\"\" class=\"intrinsic-ignore brz-iframe\" src=\"https:\/\/www.youtube.com\/embed\/IZOClVLuqE8?autoplay=0&amp;controls=1&amp;start=0&amp;end=0&amp;modestbranding=0&amp;wmode=transparent&amp;enablejsapi=1&amp;loop=0&amp;rel=0&amp;mute=0\" title=\"video\"><\/iframe><\/div>\n<\/div>\n<\/div>\n<\/div>\n<\/div>\n<\/div>\n<\/div>\n<\/div>\n<\/div>\n<\/div>\n<\/section>\n<section id=\"413b094059769b203174_wGoqDFkv_Eku\" class=\"brz-section brz-css-4557o8\">\n<div class=\"brz-section__content brz-section--boxed brz-css-iewvks brz-css-16stgi\" data-brz-custom-id=\"omDYUyEmAuUJ\">\n<div class=\"brz-bg\">\n<div class=\"brz-bg-color\"><\/div>\n<\/div>\n<div class=\"brz-container brz-css-1ajlxyy\">\n<div class=\"brz-row__container brz-css-91xslw\" data-brz-custom-id=\"iAtXv1PslcyS\">\n<div class=\"brz-bg\"><\/div>\n<div class=\"brz-row brz-css-1wunde5 brz-css-123mh3x\">\n<div class=\"brz-columns brz-css-op8nrk\" data-brz-custom-id=\"yT5syA622D3z\">\n<div class=\"brz-bg\"><\/div>\n<div class=\"brz-column__items brz-css-67r6oa\">\n<div id=\"\" class=\"brz-css-1jgdtev brz-wrapper\">\n<div class=\"brz-rich-text brz-rich-text__custom brz-css-1pfa6jb\" data-brz-custom-id=\"mdHC6Zb5Jsm7\">\n<div data-brz-translate-text=\"1\">\n<p class=\"brz-ff-fields brz-ft-adobe brz-fs-lg-18 brz-fss-lg-px brz-fw-lg-400 brz-ls-lg-0 brz-lh-lg-1 brz-vfw-lg-400 brz-fwdth-lg-100 brz-fsft-lg-0 brz-tp-lg-subtitle brz-css-waKRa\" data-uniq-id=\"hbhjh\" data-generated-css=\"brz-css-dC5y9\"><strong class=\"brz-cp-color3\" style=\"color: rgb(15, 119, 196);\">Solving Factorised Equations<\/strong><\/p>\n<\/div>\n<\/div>\n<\/div>\n<div id=\"\" class=\"brz-css-1jgdtev brz-wrapper\">\n<div class=\"brz-video brz-youtube-video brz-video-on-controls-hidden brz-css-q1krkm\" data-brz-custom-id=\"qYYm7NZuj6uU\">\n<div class=\"brz-video-content\" data-loop=\"false\" data-muted=\"false\" data-autoplay=\"off\">\n<div class=\"video-wrapper brz-image-fix-16-9\">\n<div class=\"brz-video-data brz-hidden\" data-src=\"https:\/\/www.youtube.com\/embed\/JbyLU0yq4to?autoplay=0&amp;controls=1&amp;start=0&amp;end=0&amp;modestbranding=0&amp;wmode=transparent&amp;enablejsapi=1&amp;loop=0&amp;rel=0&amp;mute=0\" data-population=\"\" data-controls=\"true\" data-branding=\"true\" data-intro=\"true\" data-start=\"0\" data-end=\"0\" data-loop=\"false\" data-autoplay=\"off\"><\/div>\n<p><iframe loading=\"lazy\" allowfullscreen=\"\" class=\"intrinsic-ignore brz-iframe\" src=\"https:\/\/www.youtube.com\/embed\/JbyLU0yq4to?autoplay=0&amp;controls=1&amp;start=0&amp;end=0&amp;modestbranding=0&amp;wmode=transparent&amp;enablejsapi=1&amp;loop=0&amp;rel=0&amp;mute=0\" title=\"video\"><\/iframe><\/div>\n<\/div>\n<\/div>\n<\/div>\n<\/div>\n<\/div>\n<div class=\"brz-columns brz-css-op8nrk\" data-brz-custom-id=\"btajh13p7Ldy\">\n<div class=\"brz-bg\"><\/div>\n<div class=\"brz-column__items brz-css-67r6oa\">\n<div id=\"\" class=\"brz-css-1jgdtev brz-wrapper\">\n<div class=\"brz-rich-text brz-rich-text__custom brz-css-1pfa6jb\" data-brz-custom-id=\"gDm1wf9j_5tl\">\n<div data-brz-translate-text=\"1\">\n<p class=\"brz-tp-lg-subtitle brz-css-x7UBP\" data-generated-css=\"brz-css-odqcu\" data-uniq-id=\"dO3hT\"><strong class=\"brz-cp-color3\" style=\"color: rgb(15, 119, 196);\">Using a GDC<\/strong><span class=\"brz-cp-color3\" style=\"color: rgba(var(--brz-global-color3),1);\"> (Casio)<\/span><\/p>\n<\/div>\n<\/div>\n<\/div>\n<div id=\"\" class=\"brz-css-1jgdtev brz-wrapper\">\n<div class=\"brz-video brz-youtube-video brz-video-on-controls-hidden brz-css-q1krkm\" data-brz-custom-id=\"d14bNbKswM1j\">\n<div class=\"brz-video-content\" data-loop=\"false\" data-muted=\"false\" data-autoplay=\"off\">\n<div class=\"video-wrapper brz-image-fix-16-9\">\n<div class=\"brz-video-data brz-hidden\" data-src=\"https:\/\/www.youtube.com\/embed\/WP84sQ0rX4k?autoplay=0&amp;controls=1&amp;start=0&amp;end=0&amp;modestbranding=0&amp;wmode=transparent&amp;enablejsapi=1&amp;loop=0&amp;rel=0&amp;mute=0\" data-population=\"\" data-controls=\"true\" data-branding=\"true\" data-intro=\"true\" data-start=\"0\" data-end=\"0\" data-loop=\"false\" data-autoplay=\"off\"><\/div>\n<p><iframe loading=\"lazy\" allowfullscreen=\"\" class=\"intrinsic-ignore brz-iframe\" src=\"https:\/\/www.youtube.com\/embed\/WP84sQ0rX4k?autoplay=0&amp;controls=1&amp;start=0&amp;end=0&amp;modestbranding=0&amp;wmode=transparent&amp;enablejsapi=1&amp;loop=0&amp;rel=0&amp;mute=0\" title=\"video\"><\/iframe><\/div>\n<\/div>\n<\/div>\n<\/div>\n<\/div>\n<\/div>\n<\/div>\n<\/div>\n<\/div>\n<\/div>\n<\/section>\n<section id=\"691fab0df2b4d88a8afb_ux_ZaYNmXZrA\" class=\"brz-section brz-css-4557o8\">\n<div class=\"brz-section__content brz-section--boxed brz-css-iewvks brz-css-5fmmyw\" data-brz-custom-id=\"syacC7vSry3O\">\n<div class=\"brz-bg\">\n<div class=\"brz-bg-color\"><\/div>\n<\/div>\n<div class=\"brz-container brz-css-1ajlxyy\">\n<div class=\"brz-row__container brz-css-91xslw\" data-brz-custom-id=\"iqY3Rew_6Nee\">\n<div class=\"brz-bg\"><\/div>\n<div class=\"brz-row brz-css-1wunde5 brz-css-123mh3x\">\n<div class=\"brz-columns brz-css-op8nrk\" data-brz-custom-id=\"ivosSDgNxFOL\">\n<div class=\"brz-bg\"><\/div>\n<div class=\"brz-column__items brz-css-67r6oa\">\n<div id=\"\" class=\"brz-css-1jgdtev brz-wrapper\">\n<div class=\"brz-rich-text brz-rich-text__custom brz-css-1pfa6jb\" data-brz-custom-id=\"uHsICJXrVDqf\">\n<div data-brz-translate-text=\"1\">\n<p class=\"brz-ff-fields brz-ft-adobe brz-fs-lg-18 brz-fss-lg-px brz-fw-lg-400 brz-ls-lg-0 brz-lh-lg-1 brz-vfw-lg-400 brz-fwdth-lg-100 brz-fsft-lg-0 brz-tp-lg-subtitle brz-css-h93ce\" data-uniq-id=\"aLeVi\" data-generated-css=\"brz-css-s_gYM\"><strong class=\"brz-cp-color3\" style=\"color: rgb(15, 119, 196);\">Desmos &#8211; Solving Factorised Equations<\/strong><\/p>\n<\/div>\n<\/div>\n<\/div>\n<div id=\"\" class=\"brz-css-1jgdtev brz-css-1g8y6mx brz-wrapper\">\n<div class=\"brz-image brz-css-jsd120\" data-brz-custom-id=\"p9Z7YaSEp0WB\"><a class=\"brz-a\" href=\"https:\/\/teacher.desmos.com\/activitybuilder\/custom\/57fe3a0a270d6c2a06ac2f92\" target=\"_blank\" rel=\"noopener\" data-brz-link-type=\"external\"><picture class=\"brz-picture brz-d-block brz-p-relative brz-css-rlrk8s brz-css-ajgpye\"><source srcset=\"https:\/\/ibmaths.com\/wp-content\/uploads\/2025\/02\/desmos.png 1x, https:\/\/ibmaths.com\/wp-content\/uploads\/2025\/02\/desmos.png 2x\" media=\"(min-width: 992px)\"><source srcset=\"https:\/\/ibmaths.com\/wp-content\/uploads\/2025\/02\/desmos.png 1x, https:\/\/ibmaths.com\/wp-content\/uploads\/2025\/02\/desmos.png 2x\" media=\"(min-width: 768px)\"><img decoding=\"async\" class=\"brz-img\" srcset=\"https:\/\/ibmaths.com\/wp-content\/uploads\/2025\/02\/desmos.png 1x, https:\/\/ibmaths.com\/wp-content\/uploads\/2025\/02\/desmos.png 2x\" src=\"https:\/\/ibmaths.com\/wp-content\/uploads\/2025\/02\/desmos.png\" alt=\"\" draggable=\"false\" loading=\"lazy\"><\/picture><\/a><\/div>\n<\/div>\n<div id=\"\" class=\"brz-css-1jgdtev brz-wrapper\">\n<div class=\"brz-rich-text brz-rich-text__custom brz-css-1pfa6jb\" data-brz-custom-id=\"bJpVIvL2obO6\">\n<div data-brz-translate-text=\"1\">\n<p class=\"brz-tp-lg-paragraph brz-css-deaWm\" data-uniq-id=\"blhD5\" data-generated-css=\"brz-css-wKPqX\"><span class=\"brz-cp-color7\">Solving quadratic equations by Becky Hall<\/span><\/p>\n<\/div>\n<\/div>\n<\/div>\n<\/div>\n<\/div>\n<div class=\"brz-columns brz-css-op8nrk\" data-brz-custom-id=\"cGRKasX3PlCF\">\n<div class=\"brz-bg\"><\/div>\n<div class=\"brz-column__items brz-css-67r6oa\">\n<div id=\"\" class=\"brz-css-1jgdtev brz-wrapper\">\n<div class=\"brz-rich-text brz-rich-text__custom brz-css-1pfa6jb\" data-brz-custom-id=\"oTuayApcFisV\">\n<div data-brz-translate-text=\"1\">\n<p class=\"brz-tp-lg-subtitle brz-css-wnlpl\" data-generated-css=\"brz-css-odqcu\" data-uniq-id=\"dO3hT\"><strong class=\"brz-cp-color3\" style=\"color: rgb(15, 119, 196);\">Using a GDC<\/strong><span class=\"brz-cp-color3\" style=\"color: rgba(var(--brz-global-color3),1);\"> (Casio)<\/span><\/p>\n<\/div>\n<\/div>\n<\/div>\n<div id=\"\" class=\"brz-css-1jgdtev brz-wrapper\">\n<div class=\"brz-video brz-youtube-video brz-video-on-controls-hidden brz-css-q1krkm\" data-brz-custom-id=\"lIJZXKhcjo5B\">\n<div class=\"brz-video-content\" data-loop=\"false\" data-muted=\"false\" data-autoplay=\"off\">\n<div class=\"video-wrapper brz-image-fix-16-9\">\n<div class=\"brz-video-data brz-hidden\" data-src=\"https:\/\/www.youtube.com\/embed\/WP84sQ0rX4k?autoplay=0&amp;controls=1&amp;start=0&amp;end=0&amp;modestbranding=0&amp;wmode=transparent&amp;enablejsapi=1&amp;loop=0&amp;rel=0&amp;mute=0\" data-population=\"\" data-controls=\"true\" data-branding=\"true\" data-intro=\"true\" data-start=\"0\" data-end=\"0\" data-loop=\"false\" data-autoplay=\"off\"><\/div>\n<p><iframe loading=\"lazy\" allowfullscreen=\"\" class=\"intrinsic-ignore brz-iframe\" src=\"https:\/\/www.youtube.com\/embed\/WP84sQ0rX4k?autoplay=0&amp;controls=1&amp;start=0&amp;end=0&amp;modestbranding=0&amp;wmode=transparent&amp;enablejsapi=1&amp;loop=0&amp;rel=0&amp;mute=0\" title=\"video\"><\/iframe><\/div>\n<\/div>\n<\/div>\n<\/div>\n<\/div>\n<\/div>\n<\/div>\n<\/div>\n<\/div>\n<\/div>\n<\/section>\n<section id=\"b79bd3210962ca6e46cd_otorv2WcGjQK\" class=\"brz-section brz-css-4557o8\">\n<div class=\"brz-section__content brz-section--boxed brz-css-iewvks brz-css-oipyli\" data-brz-custom-id=\"bH7D9k9dVVv2\">\n<div class=\"brz-bg\">\n<div class=\"brz-bg-color\"><\/div>\n<\/div>\n<div class=\"brz-container brz-css-1ajlxyy\">\n<div id=\"\" class=\"brz-css-1jgdtev brz-wrapper\">\n<div class=\"brz-rich-text brz-rich-text__custom brz-css-1pfa6jb\" data-brz-custom-id=\"rAo0wYRzmVHh\">\n<div data-brz-translate-text=\"1\">\n<h4 class=\"brz-tp-lg-heading4 brz-css-qMsCd\" data-uniq-id=\"bq6p8\" data-generated-css=\"brz-css-cRSr9\"><span class=\"brz-cp-color5\" style=\"color: rgba(var(--brz-global-color5),1);\">Completing the Square<\/span><\/h4>\n<\/div>\n<\/div>\n<\/div>\n<\/div>\n<\/div>\n<\/section>\n<section id=\"c2c5ee363590fc4cb0ee_y8WsEwGM9lID\" class=\"brz-section brz-css-4557o8\">\n<div class=\"brz-section__content brz-section--boxed brz-css-iewvks brz-css-t895b6\" data-brz-custom-id=\"dBi57od9w4hI\">\n<div class=\"brz-bg\">\n<div class=\"brz-bg-color\"><\/div>\n<\/div>\n<div class=\"brz-container brz-css-1ajlxyy\">\n<div class=\"brz-row__container brz-css-91xslw\" data-brz-custom-id=\"yCfyPLSngfB8\">\n<div class=\"brz-bg\"><\/div>\n<div class=\"brz-row brz-css-1wunde5 brz-css-123mh3x\">\n<div class=\"brz-columns brz-css-op8nrk\" data-brz-custom-id=\"acmXd0IFiJw2\">\n<div class=\"brz-bg\"><\/div>\n<div class=\"brz-column__items brz-css-67r6oa\">\n<div id=\"\" class=\"brz-css-1jgdtev brz-wrapper\">\n<div class=\"brz-rich-text brz-rich-text__custom brz-css-1pfa6jb\" data-brz-custom-id=\"fnElgVTb6Jrq\">\n<div data-brz-translate-text=\"1\">\n<p class=\"brz-tp-lg-subtitle brz-fsft-lg-0 brz-fwdth-lg-100 brz-vfw-lg-400 brz-lh-lg-1 brz-ls-lg-0 brz-fw-lg-400 brz-fss-lg-px brz-fs-lg-18 brz-ft-adobe brz-ff-fields brz-css-nWc5r\" data-generated-css=\"brz-css-rP8ff\" data-uniq-id=\"h78Gl\"><strong class=\"brz-cp-color3\" style=\"color: rgb(15, 119, 196);\">Completing the Square 1<\/strong><\/p>\n<\/div>\n<\/div>\n<\/div>\n<div id=\"\" class=\"brz-css-1jgdtev brz-wrapper\">\n<div class=\"brz-video brz-youtube-video brz-video-on-controls-hidden brz-css-q1krkm\" data-brz-custom-id=\"ksLGaaMJcVj2\">\n<div class=\"brz-video-content\" data-loop=\"false\" data-muted=\"false\" data-autoplay=\"off\">\n<div class=\"video-wrapper brz-image-fix-16-9\">\n<div class=\"brz-video-data brz-hidden\" data-src=\"https:\/\/www.youtube.com\/embed\/vsaX9psBRCk?autoplay=0&amp;controls=1&amp;start=0&amp;end=0&amp;modestbranding=0&amp;wmode=transparent&amp;enablejsapi=1&amp;loop=0&amp;rel=0&amp;mute=0\" data-population=\"\" data-controls=\"true\" data-branding=\"true\" data-intro=\"true\" data-start=\"0\" data-end=\"0\" data-loop=\"false\" data-autoplay=\"off\"><\/div>\n<p><iframe loading=\"lazy\" allowfullscreen=\"\" class=\"intrinsic-ignore brz-iframe\" src=\"https:\/\/www.youtube.com\/embed\/vsaX9psBRCk?autoplay=0&amp;controls=1&amp;start=0&amp;end=0&amp;modestbranding=0&amp;wmode=transparent&amp;enablejsapi=1&amp;loop=0&amp;rel=0&amp;mute=0\" title=\"video\"><\/iframe><\/div>\n<\/div>\n<\/div>\n<\/div>\n<\/div>\n<\/div>\n<div class=\"brz-columns brz-css-op8nrk\" data-brz-custom-id=\"yUJnqH7fw8rV\">\n<div class=\"brz-bg\"><\/div>\n<div class=\"brz-column__items brz-css-67r6oa\">\n<div id=\"\" class=\"brz-css-1jgdtev brz-wrapper\">\n<div class=\"brz-rich-text brz-rich-text__custom brz-css-1pfa6jb\" data-brz-custom-id=\"erBUEDpkWbWI\">\n<div data-brz-translate-text=\"1\">\n<p class=\"brz-tp-lg-subtitle brz-css-bGX_K\" data-generated-css=\"brz-css-laXGP\" data-uniq-id=\"cRxlz\"><strong class=\"brz-cp-color3\" style=\"color: rgb(15, 119, 196);\">Completing the Square 2<\/strong><\/p>\n<\/div>\n<\/div>\n<\/div>\n<div id=\"\" class=\"brz-css-1jgdtev brz-wrapper\">\n<div class=\"brz-video brz-youtube-video brz-video-on-controls-hidden brz-css-q1krkm\" data-brz-custom-id=\"iMOFQ8KE2Rg0\">\n<div class=\"brz-video-content\" data-loop=\"false\" data-muted=\"false\" data-autoplay=\"off\">\n<div class=\"video-wrapper brz-image-fix-16-9\">\n<div class=\"brz-video-data brz-hidden\" data-src=\"https:\/\/www.youtube.com\/embed\/YQqjqC0Gc2o?autoplay=0&amp;controls=1&amp;start=0&amp;end=0&amp;modestbranding=0&amp;wmode=transparent&amp;enablejsapi=1&amp;loop=0&amp;rel=0&amp;mute=0\" data-population=\"\" data-controls=\"true\" data-branding=\"true\" data-intro=\"true\" data-start=\"0\" data-end=\"0\" data-loop=\"false\" data-autoplay=\"off\"><\/div>\n<p><iframe loading=\"lazy\" allowfullscreen=\"\" class=\"intrinsic-ignore brz-iframe\" src=\"https:\/\/www.youtube.com\/embed\/YQqjqC0Gc2o?autoplay=0&amp;controls=1&amp;start=0&amp;end=0&amp;modestbranding=0&amp;wmode=transparent&amp;enablejsapi=1&amp;loop=0&amp;rel=0&amp;mute=0\" title=\"video\"><\/iframe><\/div>\n<\/div>\n<\/div>\n<\/div>\n<\/div>\n<\/div>\n<\/div>\n<\/div>\n<\/div>\n<\/div>\n<\/section>\n<section id=\"c87116433d8f2a9f4313_pHT4if6MdM4w\" class=\"brz-section brz-css-4557o8\">\n<div class=\"brz-section__content brz-section--boxed brz-css-iewvks brz-css-2kpabr\" data-brz-custom-id=\"m_ZbEhPUvkSU\">\n<div class=\"brz-bg\">\n<div class=\"brz-bg-color\"><\/div>\n<\/div>\n<div class=\"brz-container brz-css-1ajlxyy\">\n<div id=\"\" class=\"brz-css-1jgdtev brz-wrapper\">\n<div class=\"brz-rich-text brz-rich-text__custom brz-css-1pfa6jb\" data-brz-custom-id=\"fpoofwSIJKuz\">\n<div data-brz-translate-text=\"1\">\n<p class=\"brz-tp-lg-subtitle brz-fsft-lg-0 brz-fwdth-lg-100 brz-vfw-lg-400 brz-lh-lg-1 brz-ls-lg-0 brz-fw-lg-400 brz-fss-lg-px brz-fs-lg-18 brz-ft-adobe brz-ff-fields brz-css-s5JGz\" data-generated-css=\"brz-css-x_y6x\" data-uniq-id=\"mn9hT\"><strong class=\"brz-cp-color3\" style=\"color: rgb(15, 119, 196);\">Practice 2<\/strong><\/p>\n<\/div>\n<\/div>\n<\/div>\n<div id=\"\" class=\"brz-css-1jgdtev brz-wrapper\">\n<div class=\"brz-embed-code brz-css-10ybj73\" data-brz-custom-id=\"hguSgJoVVlU6\">\n<div class=\"brz-embed-content\">\n<div><iframe loading=\"lazy\" scrolling=\"no\" title=\"CTS 1\" src=\"https:\/\/www.geogebra.org\/material\/iframe\/id\/dhdjz5kx\/width\/1200\/height\/544\/border\/888888\/sfsb\/true\/smb\/false\/stb\/false\/stbh\/false\/ai\/false\/asb\/false\/sri\/false\/rc\/false\/ld\/false\/sdz\/false\/ctl\/false\" width=\"1200px\" height=\"544px\" style=\"border:0px;\"> <\/iframe>\n<\/div>\n<\/div>\n<\/div>\n<\/div>\n<\/div>\n<\/div>\n<\/section>\n<section id=\"db36fa83cf5104bf7eaa_hpvLWa8gEDQv\" class=\"brz-section brz-css-4557o8\">\n<div class=\"brz-section__content brz-section--boxed brz-css-iewvks brz-css-1aq1s37\" data-brz-custom-id=\"f10QlOoVAZZD\">\n<div class=\"brz-bg\">\n<div class=\"brz-bg-color\"><\/div>\n<\/div>\n<div class=\"brz-container brz-css-1ajlxyy\">\n<div class=\"brz-row__container brz-css-91xslw\" data-brz-custom-id=\"pQ0oJbXU47kg\">\n<div class=\"brz-bg\"><\/div>\n<div class=\"brz-row brz-css-1wunde5 brz-css-123mh3x\">\n<div class=\"brz-columns brz-css-op8nrk\" data-brz-custom-id=\"mBgF_58Y4TC5\">\n<div class=\"brz-bg\"><\/div>\n<div class=\"brz-column__items brz-css-67r6oa\">\n<div id=\"\" class=\"brz-css-1jgdtev brz-wrapper\">\n<div class=\"brz-rich-text brz-rich-text__custom brz-css-1pfa6jb\" data-brz-custom-id=\"zsyQMmzBPirU\">\n<div data-brz-translate-text=\"1\">\n<p class=\"brz-ff-fields brz-ft-adobe brz-fs-lg-18 brz-fss-lg-px brz-fw-lg-400 brz-ls-lg-0 brz-lh-lg-1 brz-vfw-lg-400 brz-fwdth-lg-100 brz-fsft-lg-0 brz-tp-lg-subtitle brz-css-wFFl_\" data-uniq-id=\"bGExK\" data-generated-css=\"brz-css-hQvR6\"><strong class=\"brz-cp-color3\" style=\"color: rgb(15, 119, 196);\">Completing the Square 3<\/strong><\/p>\n<\/div>\n<\/div>\n<\/div>\n<div id=\"\" class=\"brz-css-1jgdtev brz-wrapper\">\n<div class=\"brz-video brz-youtube-video brz-video-on-controls-hidden brz-css-q1krkm\" data-brz-custom-id=\"mmb7c9xBeqw5\">\n<div class=\"brz-video-content\" data-loop=\"false\" data-muted=\"false\" data-autoplay=\"off\">\n<div class=\"video-wrapper brz-image-fix-16-9\">\n<div class=\"brz-video-data brz-hidden\" data-src=\"https:\/\/www.youtube.com\/embed\/mJWR6RYsdTo?autoplay=0&amp;controls=1&amp;start=0&amp;end=0&amp;modestbranding=0&amp;wmode=transparent&amp;enablejsapi=1&amp;loop=0&amp;rel=0&amp;mute=0\" data-population=\"\" data-controls=\"true\" data-branding=\"true\" data-intro=\"true\" data-start=\"0\" data-end=\"0\" data-loop=\"false\" data-autoplay=\"off\"><\/div>\n<p><iframe loading=\"lazy\" allowfullscreen=\"\" class=\"intrinsic-ignore brz-iframe\" src=\"https:\/\/www.youtube.com\/embed\/mJWR6RYsdTo?autoplay=0&amp;controls=1&amp;start=0&amp;end=0&amp;modestbranding=0&amp;wmode=transparent&amp;enablejsapi=1&amp;loop=0&amp;rel=0&amp;mute=0\" title=\"video\"><\/iframe><\/div>\n<\/div>\n<\/div>\n<\/div>\n<\/div>\n<\/div>\n<div class=\"brz-columns brz-css-op8nrk\" data-brz-custom-id=\"l_3fvrrH_1YH\">\n<div class=\"brz-bg\"><\/div>\n<div class=\"brz-column__items brz-css-67r6oa\">\n<div id=\"\" class=\"brz-css-1jgdtev brz-wrapper\">\n<div class=\"brz-rich-text brz-rich-text__custom brz-css-1pfa6jb\" data-brz-custom-id=\"ucrnCJu14fou\">\n<div data-brz-translate-text=\"1\">\n<p class=\"brz-tp-lg-subtitle brz-css-dYGrr\" data-generated-css=\"brz-css-cqzbT\" data-uniq-id=\"e6bi1\"><strong class=\"brz-cp-color3\" style=\"color: rgb(15, 119, 196);\">Completing the Square 4<\/strong><\/p>\n<\/div>\n<\/div>\n<\/div>\n<div id=\"\" class=\"brz-css-1jgdtev brz-wrapper\">\n<div class=\"brz-video brz-youtube-video brz-video-on-controls-hidden brz-css-q1krkm\" data-brz-custom-id=\"o4DXfh_B8YaR\">\n<div class=\"brz-video-content\" data-loop=\"false\" data-muted=\"false\" data-autoplay=\"off\">\n<div class=\"video-wrapper brz-image-fix-16-9\">\n<div class=\"brz-video-data brz-hidden\" data-src=\"https:\/\/www.youtube.com\/embed\/kJcHOBVtB7Y?autoplay=0&amp;controls=1&amp;start=0&amp;end=0&amp;modestbranding=0&amp;wmode=transparent&amp;enablejsapi=1&amp;loop=0&amp;rel=0&amp;mute=0\" data-population=\"\" data-controls=\"true\" data-branding=\"true\" data-intro=\"true\" data-start=\"0\" data-end=\"0\" data-loop=\"false\" data-autoplay=\"off\"><\/div>\n<p><iframe loading=\"lazy\" allowfullscreen=\"\" class=\"intrinsic-ignore brz-iframe\" src=\"https:\/\/www.youtube.com\/embed\/kJcHOBVtB7Y?autoplay=0&amp;controls=1&amp;start=0&amp;end=0&amp;modestbranding=0&amp;wmode=transparent&amp;enablejsapi=1&amp;loop=0&amp;rel=0&amp;mute=0\" title=\"video\"><\/iframe><\/div>\n<\/div>\n<\/div>\n<\/div>\n<\/div>\n<\/div>\n<\/div>\n<\/div>\n<\/div>\n<\/div>\n<\/section>\n<section id=\"ca99d8323d11b6b6454f_mFYwGXUQBi6H\" class=\"brz-section brz-css-4557o8\">\n<div class=\"brz-section__content brz-section--boxed brz-css-iewvks brz-css-12un5wr\" data-brz-custom-id=\"pckHfzZEWV_E\">\n<div class=\"brz-bg\">\n<div class=\"brz-bg-color\"><\/div>\n<\/div>\n<div class=\"brz-container brz-css-1ajlxyy\">\n<div id=\"\" class=\"brz-css-1jgdtev brz-wrapper\">\n<div class=\"brz-rich-text brz-rich-text__custom brz-css-1pfa6jb\" data-brz-custom-id=\"yAc7a87bVChB\">\n<div data-brz-translate-text=\"1\">\n<p class=\"brz-tp-lg-subtitle brz-fsft-lg-0 brz-fwdth-lg-100 brz-vfw-lg-400 brz-lh-lg-1 brz-ls-lg-0 brz-fw-lg-400 brz-fss-lg-px brz-fs-lg-18 brz-ft-adobe brz-ff-fields brz-css-bjqrg\" data-generated-css=\"brz-css-x_y6x\" data-uniq-id=\"mn9hT\"><strong class=\"brz-cp-color3\" style=\"color: rgb(15, 119, 196);\">Practice 2<\/strong><\/p>\n<\/div>\n<\/div>\n<\/div>\n<div id=\"\" class=\"brz-css-1jgdtev brz-wrapper\">\n<div class=\"brz-wp-shortcode brz-css-18blda9\" data-brz-custom-id=\"ui7bJWuShDu5\">\n<div><iframe loading=\"lazy\" scrolling=\"no\" title=\"CTS 2\" src=\"https:\/\/www.geogebra.org\/material\/iframe\/id\/b7rg6usf\/width\/1200\/height\/500\/border\/888888\/sfsb\/true\/smb\/false\/stb\/false\/stbh\/false\/ai\/false\/asb\/false\/sri\/false\/rc\/false\/ld\/false\/sdz\/false\/ctl\/false\" width=\"1200px\" height=\"500px\" style=\"border:0px;\"> <\/iframe><\/div>\n<\/div>\n<\/div>\n<\/div>\n<\/div>\n<\/section>\n<section id=\"dd6f7a8479919ea16ba4_jCX6dOoo0ahN\" class=\"brz-section brz-css-4557o8\">\n<div class=\"brz-section__content brz-section--boxed brz-css-iewvks brz-css-dhu15l\" data-brz-custom-id=\"gpy7YnO0vhYb\">\n<div class=\"brz-bg\">\n<div class=\"brz-bg-color\"><\/div>\n<\/div>\n<div class=\"brz-container brz-css-1ajlxyy\">\n<div id=\"\" class=\"brz-css-1jgdtev brz-wrapper\">\n<div class=\"brz-rich-text brz-rich-text__custom brz-css-1pfa6jb\" data-brz-custom-id=\"uVneCYkVb9bj\">\n<div data-brz-translate-text=\"1\">\n<p class=\"brz-ff-fields brz-ft-adobe brz-fs-lg-18 brz-fss-lg-px brz-fw-lg-400 brz-ls-lg-0 brz-lh-lg-1 brz-vfw-lg-400 brz-fwdth-lg-100 brz-fsft-lg-0 brz-tp-lg-subtitle brz-css-k6INQ\" data-uniq-id=\"tj8X0\" data-generated-css=\"brz-css-fItfb\"><strong class=\"brz-cp-color3\" style=\"color: rgb(15, 119, 196);\">Connecting Completed the Square to a Quadratic Graph <\/strong><\/p>\n<\/div>\n<\/div>\n<\/div>\n<div id=\"\" class=\"brz-css-1jgdtev brz-wrapper\">\n<div class=\"brz-rich-text brz-rich-text__custom brz-css-1pfa6jb\" data-brz-custom-id=\"kBgj3GzmIXA2\">\n<div data-brz-translate-text=\"1\">\n<p class=\"brz-fsft-lg-0 brz-fwdth-lg-100 brz-vfw-lg-400 brz-lh-lg-1 brz-ls-lg-0 brz-fw-lg-400 brz-fss-lg-px brz-fs-lg-18 brz-ft-adobe brz-ff-fields brz-tp-lg-paragraph brz-css-iMP_l\" data-generated-css=\"brz-css-damTN\" data-uniq-id=\"tY4Oc\"><span class=\"brz-cp-color3\" style=\"color: rgb(15, 119, 196);\">Move the sliders below and find the connection between the vertex and the completed the square form.<\/span><\/p>\n<p data-generated-css=\"brz-css-damTN\" data-uniq-id=\"tY4Oc\" class=\"brz-fsft-lg-0 brz-fwdth-lg-100 brz-vfw-lg-400 brz-lh-lg-1 brz-ls-lg-0 brz-fw-lg-400 brz-fss-lg-px brz-fs-lg-18 brz-ft-adobe brz-ff-fields brz-tp-lg-paragraph brz-css-dbKAj\"><span class=\"brz-cp-color3\" style=\"color: rgb(15, 119, 196);\">Hint: Keep the a value at 1 to start. <\/span><\/p>\n<\/div>\n<\/div>\n<\/div>\n<div id=\"\" class=\"brz-css-1jgdtev brz-wrapper\">\n<div class=\"brz-embed-code brz-css-10ybj73\" data-brz-custom-id=\"hK9_oCLvW428\">\n<div class=\"brz-embed-content\">\n<div><iframe loading=\"lazy\" scrolling=\"no\" title=\"CTS Graph\" src=\"https:\/\/www.geogebra.org\/material\/iframe\/id\/a4ctg3uh\/width\/1200\/height\/800\/border\/888888\/sfsb\/true\/smb\/false\/stb\/false\/stbh\/false\/ai\/false\/asb\/false\/sri\/true\/rc\/false\/ld\/false\/sdz\/false\/ctl\/false\" width=\"1200px\" height=\"800px\" style=\"border:0px;\"> <\/iframe><\/div>\n<\/div>\n<\/div>\n<\/div>\n<\/div>\n<\/div>\n<\/section>\n<section id=\"5f4603907e57c9334e9d_ke3IIR4GGlF1\" class=\"brz-section brz-css-4557o8\">\n<div class=\"brz-section__content brz-section--boxed brz-css-iewvks brz-css-7dx66\" data-brz-custom-id=\"xp04kR9ga90X\">\n<div class=\"brz-bg\">\n<div class=\"brz-bg-color\"><\/div>\n<\/div>\n<div class=\"brz-container brz-css-1ajlxyy\">\n<div id=\"\" class=\"brz-css-1jgdtev brz-wrapper\">\n<div class=\"brz-rich-text brz-rich-text__custom brz-css-1pfa6jb\" data-brz-custom-id=\"qtGVax0Guxmq\">\n<div data-brz-translate-text=\"1\">\n<h4 class=\"brz-tp-lg-heading4 brz-css-iLLrq\" data-uniq-id=\"bpnFG\" data-generated-css=\"brz-css-sqZfA\"><span class=\"brz-cp-color5\" style=\"color: rgba(var(--brz-global-color5),1);\">The Quadratic Discriminant<\/span><\/h4>\n<\/div>\n<\/div>\n<\/div>\n<\/div>\n<\/div>\n<\/section>\n<section id=\"1edfcbfd55bf5a4cc336_vfrv3UJVHU1m\" class=\"brz-section brz-css-4557o8\">\n<div class=\"brz-section__content brz-section--boxed brz-css-iewvks brz-css-c8oy69\" data-brz-custom-id=\"rR6DNh3i4AZf\">\n<div class=\"brz-bg\">\n<div class=\"brz-bg-color\"><\/div>\n<\/div>\n<div class=\"brz-container brz-css-1ajlxyy\">\n<div class=\"brz-row__container brz-css-91xslw\" data-brz-custom-id=\"kVGd2GytJnqI\">\n<div class=\"brz-bg\"><\/div>\n<div class=\"brz-row brz-css-1wunde5 brz-css-123mh3x\">\n<div class=\"brz-columns brz-css-op8nrk\" data-brz-custom-id=\"cGcA2bVugDG6\">\n<div class=\"brz-bg\"><\/div>\n<div class=\"brz-column__items brz-css-67r6oa\">\n<div id=\"\" class=\"brz-css-1jgdtev brz-wrapper\">\n<div class=\"brz-rich-text brz-rich-text__custom brz-css-1pfa6jb\" data-brz-custom-id=\"xrQ58QowcQe3\">\n<div data-brz-translate-text=\"1\">\n<p class=\"brz-tp-lg-subtitle brz-fsft-lg-0 brz-fwdth-lg-100 brz-vfw-lg-400 brz-lh-lg-1 brz-ls-lg-0 brz-fw-lg-400 brz-fss-lg-px brz-fs-lg-18 brz-ft-adobe brz-ff-fields brz-css-qejCT\" data-generated-css=\"brz-css-iYRjS\" data-uniq-id=\"ukAJe\"><strong class=\"brz-cp-color3\" style=\"color: rgb(15, 119, 196);\">Quadratic Discriminant &#8211; Exam Question 1<\/strong><\/p>\n<\/div>\n<\/div>\n<\/div>\n<div id=\"\" class=\"brz-css-1jgdtev brz-wrapper\">\n<div class=\"brz-video brz-youtube-video brz-video-on-controls-hidden brz-css-q1krkm\" data-brz-custom-id=\"iZEpjQLq5MXW\">\n<div class=\"brz-video-content\" data-loop=\"false\" data-muted=\"false\" data-autoplay=\"off\">\n<div class=\"video-wrapper brz-image-fix-16-9\">\n<div class=\"brz-video-data brz-hidden\" data-src=\"https:\/\/www.youtube.com\/embed\/-lW6_t_18SY?autoplay=0&amp;controls=1&amp;start=0&amp;end=0&amp;modestbranding=0&amp;wmode=transparent&amp;enablejsapi=1&amp;loop=0&amp;rel=0&amp;mute=0\" data-population=\"\" data-controls=\"true\" data-branding=\"true\" data-intro=\"true\" data-start=\"0\" data-end=\"0\" data-loop=\"false\" data-autoplay=\"off\"><\/div>\n<p><iframe loading=\"lazy\" allowfullscreen=\"\" class=\"intrinsic-ignore brz-iframe\" src=\"https:\/\/www.youtube.com\/embed\/-lW6_t_18SY?autoplay=0&amp;controls=1&amp;start=0&amp;end=0&amp;modestbranding=0&amp;wmode=transparent&amp;enablejsapi=1&amp;loop=0&amp;rel=0&amp;mute=0\" title=\"video\"><\/iframe><\/div>\n<\/div>\n<\/div>\n<\/div>\n<\/div>\n<\/div>\n<div class=\"brz-columns brz-css-op8nrk\" data-brz-custom-id=\"fmgdD3E4Aovk\">\n<div class=\"brz-bg\"><\/div>\n<div class=\"brz-column__items brz-css-67r6oa\">\n<div id=\"\" class=\"brz-css-1jgdtev brz-wrapper\">\n<div class=\"brz-rich-text brz-rich-text__custom brz-css-1pfa6jb\" data-brz-custom-id=\"bDg2VoiVHTTb\">\n<div data-brz-translate-text=\"1\">\n<p class=\"brz-tp-lg-subtitle brz-css-eJbaa\" data-generated-css=\"brz-css-n5jKt\" data-uniq-id=\"oqYWE\"><strong class=\"brz-cp-color3\" style=\"color: rgb(15, 119, 196);\">Quadratic Discriminant &#8211; Exam Question 2<\/strong><\/p>\n<\/div>\n<\/div>\n<\/div>\n<div id=\"\" class=\"brz-css-1jgdtev brz-wrapper\">\n<div class=\"brz-video brz-youtube-video brz-video-on-controls-hidden brz-css-q1krkm\" data-brz-custom-id=\"bgA7T_6w5N1E\">\n<div class=\"brz-video-content\" data-loop=\"false\" data-muted=\"false\" data-autoplay=\"off\">\n<div class=\"video-wrapper brz-image-fix-16-9\">\n<div class=\"brz-video-data brz-hidden\" data-src=\"https:\/\/www.youtube.com\/embed\/fz0qJM2h7L8?autoplay=0&amp;controls=1&amp;start=0&amp;end=0&amp;modestbranding=0&amp;wmode=transparent&amp;enablejsapi=1&amp;loop=0&amp;rel=0&amp;mute=0\" data-population=\"\" data-controls=\"true\" data-branding=\"true\" data-intro=\"true\" data-start=\"0\" data-end=\"0\" data-loop=\"false\" data-autoplay=\"off\"><\/div>\n<p><iframe loading=\"lazy\" allowfullscreen=\"\" class=\"intrinsic-ignore brz-iframe\" src=\"https:\/\/www.youtube.com\/embed\/fz0qJM2h7L8?autoplay=0&amp;controls=1&amp;start=0&amp;end=0&amp;modestbranding=0&amp;wmode=transparent&amp;enablejsapi=1&amp;loop=0&amp;rel=0&amp;mute=0\" title=\"video\"><\/iframe><\/div>\n<\/div>\n<\/div>\n<\/div>\n<\/div>\n<\/div>\n<\/div>\n<\/div>\n<\/div>\n<\/div>\n<\/section>\n<section id=\"c3ccc863cb0d178efd27_vdJfCr0WVNTd\" class=\"brz-section brz-css-4557o8\">\n<div class=\"brz-section__content brz-section--boxed brz-css-iewvks brz-css-hzpscb\" data-brz-custom-id=\"qFZ6gobF9cZU\">\n<div class=\"brz-bg\">\n<div class=\"brz-bg-color\"><\/div>\n<\/div>\n<div class=\"brz-container brz-css-1ajlxyy\">\n<div class=\"brz-row__container brz-css-91xslw\" data-brz-custom-id=\"ivCNdQMRAzo8\">\n<div class=\"brz-bg\"><\/div>\n<div class=\"brz-row brz-css-1wunde5 brz-css-123mh3x\">\n<div class=\"brz-columns brz-css-op8nrk\" data-brz-custom-id=\"nDmt28zzsfaX\">\n<div class=\"brz-bg\"><\/div>\n<div class=\"brz-column__items brz-css-67r6oa\">\n<div id=\"\" class=\"brz-css-1jgdtev brz-wrapper\">\n<div class=\"brz-rich-text brz-rich-text__custom brz-css-1pfa6jb\" data-brz-custom-id=\"ewsutlO4cfT_\">\n<div data-brz-translate-text=\"1\">\n<p class=\"brz-ff-fields brz-ft-adobe brz-fs-lg-18 brz-fss-lg-px brz-fw-lg-400 brz-ls-lg-0 brz-lh-lg-1 brz-vfw-lg-400 brz-fwdth-lg-100 brz-fsft-lg-0 brz-tp-lg-subtitle brz-css-rzvX8\" data-uniq-id=\"tR6XV\" data-generated-css=\"brz-css-vinMv\"><strong class=\"brz-cp-color3\" style=\"color: rgb(15, 119, 196);\">Quadratic Discriminant &#8211; Exam Question 3<\/strong><\/p>\n<\/div>\n<\/div>\n<\/div>\n<div id=\"\" class=\"brz-css-1jgdtev brz-wrapper\">\n<div class=\"brz-video brz-youtube-video brz-video-on-controls-hidden brz-css-q1krkm\" data-brz-custom-id=\"yyJkk955NZVs\">\n<div class=\"brz-video-content\" data-loop=\"false\" data-muted=\"false\" data-autoplay=\"off\">\n<div class=\"video-wrapper brz-image-fix-16-9\">\n<div class=\"brz-video-data brz-hidden\" data-src=\"https:\/\/www.youtube.com\/embed\/bH29fh0SnOw?autoplay=0&amp;controls=1&amp;start=0&amp;end=0&amp;modestbranding=0&amp;wmode=transparent&amp;enablejsapi=1&amp;loop=0&amp;rel=0&amp;mute=0\" data-population=\"\" data-controls=\"true\" data-branding=\"true\" data-intro=\"true\" data-start=\"0\" data-end=\"0\" data-loop=\"false\" data-autoplay=\"off\"><\/div>\n<p><iframe loading=\"lazy\" allowfullscreen=\"\" class=\"intrinsic-ignore brz-iframe\" src=\"https:\/\/www.youtube.com\/embed\/bH29fh0SnOw?autoplay=0&amp;controls=1&amp;start=0&amp;end=0&amp;modestbranding=0&amp;wmode=transparent&amp;enablejsapi=1&amp;loop=0&amp;rel=0&amp;mute=0\" title=\"video\"><\/iframe><\/div>\n<\/div>\n<\/div>\n<\/div>\n<\/div>\n<\/div>\n<div class=\"brz-columns brz-css-op8nrk\" data-brz-custom-id=\"wIm05jpYBAAL\">\n<div class=\"brz-bg\"><\/div>\n<div class=\"brz-column__items brz-css-67r6oa\">\n<div id=\"\" class=\"brz-css-1jgdtev brz-wrapper\">\n<div class=\"brz-rich-text brz-rich-text__custom brz-css-1pfa6jb\" data-brz-custom-id=\"xpAqZMmgiXNe\">\n<div data-brz-translate-text=\"1\">\n<p class=\"brz-tp-lg-subtitle brz-css-lYki8\" data-generated-css=\"brz-css-vI135\" data-uniq-id=\"eajPk\"><strong class=\"brz-cp-color3\" style=\"color: rgb(15, 119, 196);\">Quadratic Discriminant &#8211; Exam Question 4<\/strong><\/p>\n<\/div>\n<\/div>\n<\/div>\n<div id=\"\" class=\"brz-css-1jgdtev brz-wrapper\">\n<div class=\"brz-video brz-youtube-video brz-video-on-controls-hidden brz-css-q1krkm\" data-brz-custom-id=\"d8wCat7HRxlq\">\n<div class=\"brz-video-content\" data-loop=\"false\" data-muted=\"false\" data-autoplay=\"off\">\n<div class=\"video-wrapper brz-image-fix-16-9\">\n<div class=\"brz-video-data brz-hidden\" data-src=\"https:\/\/www.youtube.com\/embed\/24KHtzrI2Fo?autoplay=0&amp;controls=1&amp;start=0&amp;end=0&amp;modestbranding=0&amp;wmode=transparent&amp;enablejsapi=1&amp;loop=0&amp;rel=0&amp;mute=0\" data-population=\"\" data-controls=\"true\" data-branding=\"true\" data-intro=\"true\" data-start=\"0\" data-end=\"0\" data-loop=\"false\" data-autoplay=\"off\"><\/div>\n<p><iframe loading=\"lazy\" allowfullscreen=\"\" class=\"intrinsic-ignore brz-iframe\" src=\"https:\/\/www.youtube.com\/embed\/24KHtzrI2Fo?autoplay=0&amp;controls=1&amp;start=0&amp;end=0&amp;modestbranding=0&amp;wmode=transparent&amp;enablejsapi=1&amp;loop=0&amp;rel=0&amp;mute=0\" title=\"video\"><\/iframe><\/div>\n<\/div>\n<\/div>\n<\/div>\n<\/div>\n<\/div>\n<\/div>\n<\/div>\n<\/div>\n<\/div>\n<\/section>\n<section id=\"f5e81735c4734c9df239_vd1V1D4uDzXZ\" class=\"brz-section brz-css-4557o8\">\n<div class=\"brz-section__content brz-section--boxed brz-css-iewvks brz-css-ovjex8\" data-brz-custom-id=\"x0tuTMUY_l2X\">\n<div class=\"brz-bg\">\n<div class=\"brz-bg-color\"><\/div>\n<\/div>\n<div class=\"brz-container brz-css-1ajlxyy\">\n<div id=\"\" class=\"brz-css-1jgdtev brz-wrapper\">\n<div class=\"brz-rich-text brz-rich-text__custom brz-css-1pfa6jb\" data-brz-custom-id=\"hIRRtcoYbD8u\">\n<div data-brz-translate-text=\"1\">\n<h4 class=\"brz-tp-lg-heading4 brz-css-gS58w\" data-uniq-id=\"fqGzc\" data-generated-css=\"brz-css-x88uK\"><span class=\"brz-cp-color5\" style=\"color: rgba(var(--brz-global-color5),1);\">Exponentials<\/span><\/h4>\n<\/div>\n<\/div>\n<\/div>\n<\/div>\n<\/div>\n<\/section>\n<section id=\"20077f36e425ee6105f4_oySLCh_G9Puj\" class=\"brz-section brz-css-4557o8\">\n<div class=\"brz-section__content brz-section--boxed brz-css-iewvks brz-css-1f4ed5q\" data-brz-custom-id=\"tv53vmMIfMwl\">\n<div class=\"brz-bg\">\n<div class=\"brz-bg-color\"><\/div>\n<\/div>\n<div class=\"brz-container brz-css-1ajlxyy\">\n<div class=\"brz-row__container brz-css-91xslw\" data-brz-custom-id=\"j2B3ombbhHAt\">\n<div class=\"brz-bg\"><\/div>\n<div class=\"brz-row brz-css-1wunde5 brz-css-123mh3x\">\n<div class=\"brz-columns brz-css-op8nrk\" data-brz-custom-id=\"x5PzfnfAhqMb\">\n<div class=\"brz-bg\"><\/div>\n<div class=\"brz-column__items brz-css-67r6oa\">\n<div id=\"\" class=\"brz-css-1jgdtev brz-wrapper\">\n<div class=\"brz-rich-text brz-rich-text__custom brz-css-1pfa6jb\" data-brz-custom-id=\"pCmByaeRaON9\">\n<div data-brz-translate-text=\"1\">\n<p class=\"brz-tp-lg-subtitle brz-fsft-lg-0 brz-fwdth-lg-100 brz-vfw-lg-400 brz-lh-lg-1 brz-ls-lg-0 brz-fw-lg-400 brz-fss-lg-px brz-fs-lg-18 brz-ft-adobe brz-ff-fields brz-css-h7UAK\" data-generated-css=\"brz-css-qIrR9\" data-uniq-id=\"uNLf1\"><strong class=\"brz-cp-color3\" style=\"color: rgb(15, 119, 196);\">Exponential Rules<\/strong><\/p>\n<\/div>\n<\/div>\n<\/div>\n<div id=\"\" class=\"brz-css-1jgdtev brz-wrapper\">\n<div class=\"brz-video brz-youtube-video brz-video-on-controls-hidden brz-css-q1krkm\" data-brz-custom-id=\"kS4AryicOcNw\">\n<div class=\"brz-video-content\" data-loop=\"false\" data-muted=\"false\" data-autoplay=\"off\">\n<div class=\"video-wrapper brz-image-fix-16-9\">\n<div class=\"brz-video-data brz-hidden\" data-src=\"https:\/\/www.youtube.com\/embed\/8GOMEwil6i0?autoplay=0&amp;controls=1&amp;start=0&amp;end=0&amp;modestbranding=0&amp;wmode=transparent&amp;enablejsapi=1&amp;loop=0&amp;rel=0&amp;mute=0\" data-population=\"\" data-controls=\"true\" data-branding=\"true\" data-intro=\"true\" data-start=\"0\" data-end=\"0\" data-loop=\"false\" data-autoplay=\"off\"><\/div>\n<p><iframe loading=\"lazy\" allowfullscreen=\"\" class=\"intrinsic-ignore brz-iframe\" src=\"https:\/\/www.youtube.com\/embed\/8GOMEwil6i0?autoplay=0&amp;controls=1&amp;start=0&amp;end=0&amp;modestbranding=0&amp;wmode=transparent&amp;enablejsapi=1&amp;loop=0&amp;rel=0&amp;mute=0\" title=\"video\"><\/iframe><\/div>\n<\/div>\n<\/div>\n<\/div>\n<\/div>\n<\/div>\n<div class=\"brz-columns brz-css-op8nrk\" data-brz-custom-id=\"hheszYcpsMUD\">\n<div class=\"brz-bg\"><\/div>\n<div class=\"brz-column__items brz-css-67r6oa\">\n<div id=\"\" class=\"brz-css-1jgdtev brz-wrapper\">\n<div class=\"brz-rich-text brz-rich-text__custom brz-css-1pfa6jb\" data-brz-custom-id=\"od6QPaCKxgVs\">\n<div data-brz-translate-text=\"1\">\n<p class=\"brz-tp-lg-subtitle brz-css-ipZ3O\" data-uniq-id=\"f9JPc\" data-generated-css=\"brz-css-k4WuY\"><strong class=\"brz-cp-color3\" style=\"color: rgb(15, 119, 196);\">Index Question 1<\/strong><\/p>\n<\/div>\n<\/div>\n<\/div>\n<div id=\"\" class=\"brz-css-1jgdtev brz-wrapper\">\n<div class=\"brz-video brz-youtube-video brz-video-on-controls-hidden brz-css-q1krkm\" data-brz-custom-id=\"roDqwvHbaLIW\">\n<div class=\"brz-video-content\" data-loop=\"false\" data-muted=\"false\" data-autoplay=\"off\">\n<div class=\"video-wrapper brz-image-fix-16-9\">\n<div class=\"brz-video-data brz-hidden\" data-src=\"https:\/\/www.youtube.com\/embed\/xAxVFFF5sao?autoplay=0&amp;controls=1&amp;start=0&amp;end=0&amp;modestbranding=0&amp;wmode=transparent&amp;enablejsapi=1&amp;loop=0&amp;rel=0&amp;mute=0\" data-population=\"\" data-controls=\"true\" data-branding=\"true\" data-intro=\"true\" data-start=\"0\" data-end=\"0\" data-loop=\"false\" data-autoplay=\"off\"><\/div>\n<p><iframe loading=\"lazy\" allowfullscreen=\"\" class=\"intrinsic-ignore brz-iframe\" src=\"https:\/\/www.youtube.com\/embed\/xAxVFFF5sao?autoplay=0&amp;controls=1&amp;start=0&amp;end=0&amp;modestbranding=0&amp;wmode=transparent&amp;enablejsapi=1&amp;loop=0&amp;rel=0&amp;mute=0\" title=\"video\"><\/iframe><\/div>\n<\/div>\n<\/div>\n<\/div>\n<\/div>\n<\/div>\n<\/div>\n<\/div>\n<\/div>\n<\/div>\n<\/section>\n<section id=\"062e995217eb9f5a1d44_haQ9UCdkXnAb\" class=\"brz-section brz-css-4557o8\">\n<div class=\"brz-section__content brz-section--boxed brz-css-iewvks brz-css-1hh7mvl\" data-brz-custom-id=\"jNYgnTO7N5dm\">\n<div class=\"brz-bg\">\n<div class=\"brz-bg-color\"><\/div>\n<\/div>\n<div class=\"brz-container brz-css-1ajlxyy\">\n<div class=\"brz-row__container brz-css-91xslw\" data-brz-custom-id=\"kohQzkxJhKa2\">\n<div class=\"brz-bg\"><\/div>\n<div class=\"brz-row brz-css-1wunde5 brz-css-123mh3x\">\n<div class=\"brz-columns brz-css-op8nrk\" data-brz-custom-id=\"s8thLzegrhB6\">\n<div class=\"brz-bg\"><\/div>\n<div class=\"brz-column__items brz-css-67r6oa\">\n<div id=\"\" class=\"brz-css-1jgdtev brz-wrapper\">\n<div class=\"brz-rich-text brz-rich-text__custom brz-css-1pfa6jb\" data-brz-custom-id=\"gRJZU_ctc8Yr\">\n<div data-brz-translate-text=\"1\">\n<p class=\"brz-ff-fields brz-ft-adobe brz-fs-lg-18 brz-fss-lg-px brz-fw-lg-400 brz-ls-lg-0 brz-lh-lg-1 brz-vfw-lg-400 brz-fwdth-lg-100 brz-fsft-lg-0 brz-tp-lg-subtitle brz-css-qw8_h\" data-uniq-id=\"qpqPl\" data-generated-css=\"brz-css-odbej\"><strong class=\"brz-cp-color3\" style=\"color: rgb(15, 119, 196);\">Index Question 2<\/strong><\/p>\n<\/div>\n<\/div>\n<\/div>\n<div id=\"\" class=\"brz-css-1jgdtev brz-wrapper\">\n<div class=\"brz-video brz-youtube-video brz-video-on-controls-hidden brz-css-q1krkm\" data-brz-custom-id=\"qeSr601PwXmS\">\n<div class=\"brz-video-content\" data-loop=\"false\" data-muted=\"false\" data-autoplay=\"off\">\n<div class=\"video-wrapper brz-image-fix-16-9\">\n<div class=\"brz-video-data brz-hidden\" data-src=\"https:\/\/www.youtube.com\/embed\/74694HJmHk8?autoplay=0&amp;controls=1&amp;start=0&amp;end=0&amp;modestbranding=0&amp;wmode=transparent&amp;enablejsapi=1&amp;loop=0&amp;rel=0&amp;mute=0\" data-population=\"\" data-controls=\"true\" data-branding=\"true\" data-intro=\"true\" data-start=\"0\" data-end=\"0\" data-loop=\"false\" data-autoplay=\"off\"><\/div>\n<p><iframe loading=\"lazy\" allowfullscreen=\"\" class=\"intrinsic-ignore brz-iframe\" src=\"https:\/\/www.youtube.com\/embed\/74694HJmHk8?autoplay=0&amp;controls=1&amp;start=0&amp;end=0&amp;modestbranding=0&amp;wmode=transparent&amp;enablejsapi=1&amp;loop=0&amp;rel=0&amp;mute=0\" title=\"video\"><\/iframe><\/div>\n<\/div>\n<\/div>\n<\/div>\n<\/div>\n<\/div>\n<div class=\"brz-columns brz-css-op8nrk\" data-brz-custom-id=\"rd8fUWaW8O3a\">\n<div class=\"brz-bg\"><\/div>\n<div class=\"brz-column__items brz-css-67r6oa\">\n<div id=\"\" class=\"brz-css-1jgdtev brz-wrapper\">\n<div class=\"brz-rich-text brz-rich-text__custom brz-css-1pfa6jb\" data-brz-custom-id=\"mnFReco7ToiD\">\n<div data-brz-translate-text=\"1\">\n<p class=\"brz-tp-lg-subtitle brz-css-yusMz\" data-generated-css=\"brz-css-sa204\" data-uniq-id=\"lyxxg\"><strong class=\"brz-cp-color3\" style=\"color: rgb(15, 119, 196);\">Index Question 3<\/strong><\/p>\n<\/div>\n<\/div>\n<\/div>\n<div id=\"\" class=\"brz-css-1jgdtev brz-wrapper\">\n<div class=\"brz-video brz-youtube-video brz-video-on-controls-hidden brz-css-q1krkm\" data-brz-custom-id=\"xU5unRyCccX0\">\n<div class=\"brz-video-content\" data-loop=\"false\" data-muted=\"false\" data-autoplay=\"off\">\n<div class=\"video-wrapper brz-image-fix-16-9\">\n<div class=\"brz-video-data brz-hidden\" data-src=\"https:\/\/www.youtube.com\/embed\/y6rvMz04pYI?autoplay=0&amp;controls=1&amp;start=0&amp;end=0&amp;modestbranding=0&amp;wmode=transparent&amp;enablejsapi=1&amp;loop=0&amp;rel=0&amp;mute=0\" data-population=\"\" data-controls=\"true\" data-branding=\"true\" data-intro=\"true\" data-start=\"0\" data-end=\"0\" data-loop=\"false\" data-autoplay=\"off\"><\/div>\n<p><iframe loading=\"lazy\" allowfullscreen=\"\" class=\"intrinsic-ignore brz-iframe\" src=\"https:\/\/www.youtube.com\/embed\/y6rvMz04pYI?autoplay=0&amp;controls=1&amp;start=0&amp;end=0&amp;modestbranding=0&amp;wmode=transparent&amp;enablejsapi=1&amp;loop=0&amp;rel=0&amp;mute=0\" title=\"video\"><\/iframe><\/div>\n<\/div>\n<\/div>\n<\/div>\n<\/div>\n<\/div>\n<\/div>\n<\/div>\n<\/div>\n<\/div>\n<\/section>\n<section id=\"c69a0efa25d8b0692751_dvFLgFNd700L\" class=\"brz-section brz-css-4557o8\">\n<div class=\"brz-section__content brz-section--boxed brz-css-iewvks brz-css-rh4j3h\" data-brz-custom-id=\"wSjNAQY88lIK\">\n<div class=\"brz-bg\">\n<div class=\"brz-bg-color\"><\/div>\n<\/div>\n<div class=\"brz-container brz-css-1ajlxyy\">\n<div class=\"brz-row__container brz-css-91xslw\" data-brz-custom-id=\"vu_gz1uvlb9K\">\n<div class=\"brz-bg\"><\/div>\n<div class=\"brz-row brz-css-1wunde5 brz-css-123mh3x\">\n<div class=\"brz-columns brz-css-op8nrk\" data-brz-custom-id=\"zQiN3B5RPjFA\">\n<div class=\"brz-bg\"><\/div>\n<div class=\"brz-column__items brz-css-67r6oa\">\n<div id=\"\" class=\"brz-css-1jgdtev brz-wrapper\">\n<div class=\"brz-rich-text brz-rich-text__custom brz-css-1pfa6jb\" data-brz-custom-id=\"d1q3UwRoduBf\">\n<div data-brz-translate-text=\"1\">\n<p class=\"brz-tp-lg-subtitle brz-fsft-lg-0 brz-fwdth-lg-100 brz-vfw-lg-400 brz-lh-lg-1 brz-ls-lg-0 brz-fw-lg-400 brz-fss-lg-px brz-fs-lg-18 brz-ft-adobe brz-ff-fields brz-css-eklsw\" data-generated-css=\"brz-css-mdBFX\" data-uniq-id=\"klMGQ\"><strong class=\"brz-cp-color3\" style=\"color: rgb(15, 119, 196);\">Exponential Equations<\/strong><\/p>\n<\/div>\n<\/div>\n<\/div>\n<div id=\"\" class=\"brz-css-1jgdtev brz-wrapper\">\n<div class=\"brz-video brz-youtube-video brz-video-on-controls-hidden brz-css-q1krkm\" data-brz-custom-id=\"fUthZmcRaI8E\">\n<div class=\"brz-video-content\" data-loop=\"false\" data-muted=\"false\" data-autoplay=\"off\">\n<div class=\"video-wrapper brz-image-fix-16-9\">\n<div class=\"brz-video-data brz-hidden\" data-src=\"https:\/\/www.youtube.com\/embed\/xfBYdr7MWQE?autoplay=0&amp;controls=1&amp;start=0&amp;end=0&amp;modestbranding=0&amp;wmode=transparent&amp;enablejsapi=1&amp;loop=0&amp;rel=0&amp;mute=0\" data-population=\"\" data-controls=\"true\" data-branding=\"true\" data-intro=\"true\" data-start=\"0\" data-end=\"0\" data-loop=\"false\" data-autoplay=\"off\"><\/div>\n<p><iframe loading=\"lazy\" allowfullscreen=\"\" class=\"intrinsic-ignore brz-iframe\" src=\"https:\/\/www.youtube.com\/embed\/xfBYdr7MWQE?autoplay=0&amp;controls=1&amp;start=0&amp;end=0&amp;modestbranding=0&amp;wmode=transparent&amp;enablejsapi=1&amp;loop=0&amp;rel=0&amp;mute=0\" title=\"video\"><\/iframe><\/div>\n<\/div>\n<\/div>\n<\/div>\n<\/div>\n<\/div>\n<div class=\"brz-columns brz-css-op8nrk\" data-brz-custom-id=\"bEo9GfWaEhSA\">\n<div class=\"brz-bg\"><\/div>\n<div class=\"brz-column__items brz-css-67r6oa\">\n<div id=\"\" class=\"brz-css-1jgdtev brz-wrapper\">\n<div class=\"brz-rich-text brz-rich-text__custom brz-css-1pfa6jb\" data-brz-custom-id=\"eyVAP14vbui9\">\n<div data-brz-translate-text=\"1\">\n<p class=\"brz-tp-lg-subtitle brz-css-xUhD8\" data-uniq-id=\"coDMo\" data-generated-css=\"brz-css-l6qPq\"><strong class=\"brz-cp-color3\" style=\"color: rgb(15, 119, 196);\">Exponential Model 1<\/strong><\/p>\n<\/div>\n<\/div>\n<\/div>\n<div id=\"\" class=\"brz-css-1jgdtev brz-wrapper\">\n<div class=\"brz-video brz-youtube-video brz-video-on-controls-hidden brz-css-q1krkm\" data-brz-custom-id=\"ud96no8oHJr1\">\n<div class=\"brz-video-content\" data-loop=\"false\" data-muted=\"false\" data-autoplay=\"off\">\n<div class=\"video-wrapper brz-image-fix-16-9\">\n<div class=\"brz-video-data brz-hidden\" data-src=\"https:\/\/www.youtube.com\/embed\/sZY2FjEXHTo?autoplay=0&amp;controls=1&amp;start=0&amp;end=0&amp;modestbranding=0&amp;wmode=transparent&amp;enablejsapi=1&amp;loop=0&amp;rel=0&amp;mute=0\" data-population=\"\" data-controls=\"true\" data-branding=\"true\" data-intro=\"true\" data-start=\"0\" data-end=\"0\" data-loop=\"false\" data-autoplay=\"off\"><\/div>\n<p><iframe loading=\"lazy\" allowfullscreen=\"\" class=\"intrinsic-ignore brz-iframe\" src=\"https:\/\/www.youtube.com\/embed\/sZY2FjEXHTo?autoplay=0&amp;controls=1&amp;start=0&amp;end=0&amp;modestbranding=0&amp;wmode=transparent&amp;enablejsapi=1&amp;loop=0&amp;rel=0&amp;mute=0\" title=\"video\"><\/iframe><\/div>\n<\/div>\n<\/div>\n<\/div>\n<\/div>\n<\/div>\n<\/div>\n<\/div>\n<\/div>\n<\/div>\n<\/section>\n<section id=\"e4547e3b9261d63af252_ltcUb8Y2SgX7\" class=\"brz-section brz-css-4557o8\">\n<div class=\"brz-section__content brz-section--boxed brz-css-iewvks brz-css-1wvxryf\" data-brz-custom-id=\"wm8KnhoHNFg7\">\n<div class=\"brz-bg\">\n<div class=\"brz-bg-color\"><\/div>\n<\/div>\n<div class=\"brz-container brz-css-1ajlxyy\">\n<div class=\"brz-row__container brz-css-91xslw\" data-brz-custom-id=\"up6jU7lVvda9\">\n<div class=\"brz-bg\"><\/div>\n<div class=\"brz-row brz-css-1wunde5 brz-css-123mh3x\">\n<div class=\"brz-columns brz-css-op8nrk\" data-brz-custom-id=\"cFu4KCeJXCuL\">\n<div class=\"brz-bg\"><\/div>\n<div class=\"brz-column__items brz-css-67r6oa\">\n<div id=\"\" class=\"brz-css-1jgdtev brz-wrapper\">\n<div class=\"brz-rich-text brz-rich-text__custom brz-css-1pfa6jb\" data-brz-custom-id=\"c5PNCP3DCauO\">\n<div data-brz-translate-text=\"1\">\n<p class=\"brz-ff-fields brz-ft-adobe brz-fs-lg-18 brz-fss-lg-px brz-fw-lg-400 brz-ls-lg-0 brz-lh-lg-1 brz-vfw-lg-400 brz-fwdth-lg-100 brz-fsft-lg-0 brz-tp-lg-subtitle brz-css-ohh2o\" data-uniq-id=\"jAJiI\" data-generated-css=\"brz-css-dUOLg\"><strong class=\"brz-cp-color3\" style=\"color: rgb(15, 119, 196);\">Exponential Modelling with e<\/strong><\/p>\n<\/div>\n<\/div>\n<\/div>\n<div id=\"\" class=\"brz-css-1jgdtev brz-wrapper\">\n<div class=\"brz-video brz-youtube-video brz-video-on-controls-hidden brz-css-q1krkm\" data-brz-custom-id=\"gCF7BqMkuaTy\">\n<div class=\"brz-video-content\" data-loop=\"false\" data-muted=\"false\" data-autoplay=\"off\">\n<div class=\"video-wrapper brz-image-fix-16-9\">\n<div class=\"brz-video-data brz-hidden\" data-src=\"https:\/\/www.youtube.com\/embed\/B7WaZEThTIo?autoplay=0&amp;controls=1&amp;start=0&amp;end=0&amp;modestbranding=0&amp;wmode=transparent&amp;enablejsapi=1&amp;loop=0&amp;rel=0&amp;mute=0\" data-population=\"\" data-controls=\"true\" data-branding=\"true\" data-intro=\"true\" data-start=\"0\" data-end=\"0\" data-loop=\"false\" data-autoplay=\"off\"><\/div>\n<p><iframe loading=\"lazy\" allowfullscreen=\"\" class=\"intrinsic-ignore brz-iframe\" src=\"https:\/\/www.youtube.com\/embed\/B7WaZEThTIo?autoplay=0&amp;controls=1&amp;start=0&amp;end=0&amp;modestbranding=0&amp;wmode=transparent&amp;enablejsapi=1&amp;loop=0&amp;rel=0&amp;mute=0\" title=\"video\"><\/iframe><\/div>\n<\/div>\n<\/div>\n<\/div>\n<\/div>\n<\/div>\n<div class=\"brz-columns brz-css-op8nrk\" data-brz-custom-id=\"hzJ2Mtg4VyUi\">\n<div class=\"brz-bg\"><\/div>\n<div class=\"brz-column__items brz-css-67r6oa\">\n<div id=\"\" class=\"brz-css-1jgdtev brz-wrapper\">\n<div class=\"brz-rich-text brz-rich-text__custom brz-css-1pfa6jb\" data-brz-custom-id=\"bDZEOdoqYikC\">\n<div data-brz-translate-text=\"1\">\n<p class=\"brz-tp-lg-subtitle brz-css-a55qp\" data-generated-css=\"brz-css-fu8KY\" data-uniq-id=\"eW7El\"><strong class=\"brz-cp-color3\" style=\"color: rgb(15, 119, 196);\">Prime base exponents<\/strong><\/p>\n<\/div>\n<\/div>\n<\/div>\n<div id=\"\" class=\"brz-css-1jgdtev brz-wrapper\">\n<div class=\"brz-video brz-youtube-video brz-video-on-controls-hidden brz-css-q1krkm\" data-brz-custom-id=\"vkB8hkdw6Sze\">\n<div class=\"brz-video-content\" data-loop=\"false\" data-muted=\"false\" data-autoplay=\"off\">\n<div class=\"video-wrapper brz-image-fix-16-9\">\n<div class=\"brz-video-data brz-hidden\" data-src=\"https:\/\/www.youtube.com\/embed\/GTxpAoWxUjo?autoplay=0&amp;controls=1&amp;start=0&amp;end=0&amp;modestbranding=0&amp;wmode=transparent&amp;enablejsapi=1&amp;loop=0&amp;rel=0&amp;mute=0\" data-population=\"\" data-controls=\"true\" data-branding=\"true\" data-intro=\"true\" data-start=\"0\" data-end=\"0\" data-loop=\"false\" data-autoplay=\"off\"><\/div>\n<p><iframe loading=\"lazy\" allowfullscreen=\"\" class=\"intrinsic-ignore brz-iframe\" src=\"https:\/\/www.youtube.com\/embed\/GTxpAoWxUjo?autoplay=0&amp;controls=1&amp;start=0&amp;end=0&amp;modestbranding=0&amp;wmode=transparent&amp;enablejsapi=1&amp;loop=0&amp;rel=0&amp;mute=0\" title=\"video\"><\/iframe><\/div>\n<\/div>\n<\/div>\n<\/div>\n<\/div>\n<\/div>\n<\/div>\n<\/div>\n<\/div>\n<\/div>\n<\/section>\n<section id=\"c3882e7f8b4276fc8146_hAqDcsC_5cuA\" class=\"brz-section brz-css-4557o8\">\n<div class=\"brz-section__content brz-section--boxed brz-css-iewvks brz-css-5g0t9w\" data-brz-custom-id=\"gcJTIyfWa3Bs\">\n<div class=\"brz-bg\">\n<div class=\"brz-bg-color\"><\/div>\n<\/div>\n<div class=\"brz-container brz-css-1ajlxyy\">\n<div class=\"brz-row__container brz-css-91xslw\" data-brz-custom-id=\"m6TxYGlafjUu\">\n<div class=\"brz-bg\"><\/div>\n<div class=\"brz-row brz-css-1wunde5 brz-css-123mh3x\">\n<div class=\"brz-columns brz-css-op8nrk\" data-brz-custom-id=\"l9hM27mL4I6H\">\n<div class=\"brz-bg\"><\/div>\n<div class=\"brz-column__items brz-css-67r6oa\">\n<div id=\"\" class=\"brz-css-1jgdtev brz-wrapper\">\n<div class=\"brz-rich-text brz-rich-text__custom brz-css-1pfa6jb\" data-brz-custom-id=\"yP_ArHG3OR7z\">\n<div data-brz-translate-text=\"1\">\n<p class=\"brz-tp-lg-subtitle brz-fsft-lg-0 brz-fwdth-lg-100 brz-vfw-lg-400 brz-lh-lg-1 brz-ls-lg-0 brz-fw-lg-400 brz-fss-lg-px brz-fs-lg-18 brz-ft-adobe brz-ff-fields brz-css-nqKc_\" data-generated-css=\"brz-css-yJ3Gt\" data-uniq-id=\"bdXxd\"><strong class=\"brz-cp-color3\" style=\"color: rgb(15, 119, 196);\">Solving Equations with exponents 1<\/strong><\/p>\n<\/div>\n<\/div>\n<\/div>\n<div id=\"\" class=\"brz-css-1jgdtev brz-wrapper\">\n<div class=\"brz-video brz-youtube-video brz-video-on-controls-hidden brz-css-q1krkm\" data-brz-custom-id=\"biPOUgIllE0f\">\n<div class=\"brz-video-content\" data-loop=\"false\" data-muted=\"false\" data-autoplay=\"off\">\n<div class=\"video-wrapper brz-image-fix-16-9\">\n<div class=\"brz-video-data brz-hidden\" data-src=\"https:\/\/www.youtube.com\/embed\/Z3sv33_ydqk?autoplay=0&amp;controls=1&amp;start=0&amp;end=0&amp;modestbranding=0&amp;wmode=transparent&amp;enablejsapi=1&amp;loop=0&amp;rel=0&amp;mute=0\" data-population=\"\" data-controls=\"true\" data-branding=\"true\" data-intro=\"true\" data-start=\"0\" data-end=\"0\" data-loop=\"false\" data-autoplay=\"off\"><\/div>\n<p><iframe loading=\"lazy\" allowfullscreen=\"\" class=\"intrinsic-ignore brz-iframe\" src=\"https:\/\/www.youtube.com\/embed\/Z3sv33_ydqk?autoplay=0&amp;controls=1&amp;start=0&amp;end=0&amp;modestbranding=0&amp;wmode=transparent&amp;enablejsapi=1&amp;loop=0&amp;rel=0&amp;mute=0\" title=\"video\"><\/iframe><\/div>\n<\/div>\n<\/div>\n<\/div>\n<\/div>\n<\/div>\n<div class=\"brz-columns brz-css-op8nrk\" data-brz-custom-id=\"xa2a6OX_62qh\">\n<div class=\"brz-bg\"><\/div>\n<div class=\"brz-column__items brz-css-67r6oa\">\n<div id=\"\" class=\"brz-css-1jgdtev brz-wrapper\">\n<div class=\"brz-rich-text brz-rich-text__custom brz-css-1pfa6jb\" data-brz-custom-id=\"s9AZLz2St6bG\">\n<div data-brz-translate-text=\"1\">\n<p class=\"brz-tp-lg-subtitle brz-css-nw8Lp\" data-uniq-id=\"qZYdQ\" data-generated-css=\"brz-css-cVBEy\"><strong class=\"brz-cp-color3\" style=\"color: rgb(15, 119, 196);\">Solving Equations with exponents 2<\/strong><\/p>\n<\/div>\n<\/div>\n<\/div>\n<div id=\"\" class=\"brz-css-1jgdtev brz-wrapper\">\n<div class=\"brz-video brz-youtube-video brz-video-on-controls-hidden brz-css-q1krkm\" data-brz-custom-id=\"xnOGuIJu80Ob\">\n<div class=\"brz-video-content\" data-loop=\"false\" data-muted=\"false\" data-autoplay=\"off\">\n<div class=\"video-wrapper brz-image-fix-16-9\">\n<div class=\"brz-video-data brz-hidden\" data-src=\"https:\/\/www.youtube.com\/embed\/j5jA5d0K4xk?autoplay=0&amp;controls=1&amp;start=0&amp;end=0&amp;modestbranding=0&amp;wmode=transparent&amp;enablejsapi=1&amp;loop=0&amp;rel=0&amp;mute=0\" data-population=\"\" data-controls=\"true\" data-branding=\"true\" data-intro=\"true\" data-start=\"0\" data-end=\"0\" data-loop=\"false\" data-autoplay=\"off\"><\/div>\n<p><iframe loading=\"lazy\" allowfullscreen=\"\" class=\"intrinsic-ignore brz-iframe\" src=\"https:\/\/www.youtube.com\/embed\/j5jA5d0K4xk?autoplay=0&amp;controls=1&amp;start=0&amp;end=0&amp;modestbranding=0&amp;wmode=transparent&amp;enablejsapi=1&amp;loop=0&amp;rel=0&amp;mute=0\" title=\"video\"><\/iframe><\/div>\n<\/div>\n<\/div>\n<\/div>\n<\/div>\n<\/div>\n<\/div>\n<\/div>\n<\/div>\n<\/div>\n<\/section>\n<section id=\"4eba8156644b4fd4b79b_pUnT6CaoArqX\" class=\"brz-section brz-css-4557o8\">\n<div class=\"brz-section__content brz-section--boxed brz-css-iewvks brz-css-1r7anqs\" data-brz-custom-id=\"q1kRzwK341SS\">\n<div class=\"brz-bg\">\n<div class=\"brz-bg-color\"><\/div>\n<\/div>\n<div class=\"brz-container brz-css-1ajlxyy\">\n<div class=\"brz-row__container brz-css-91xslw\" data-brz-custom-id=\"val7Jt6mV0EN\">\n<div class=\"brz-bg\"><\/div>\n<div class=\"brz-row brz-css-1wunde5 brz-css-123mh3x\">\n<div class=\"brz-columns brz-css-op8nrk\" data-brz-custom-id=\"b_ye2ULi7685\">\n<div class=\"brz-bg\"><\/div>\n<div class=\"brz-column__items brz-css-67r6oa\">\n<div id=\"\" class=\"brz-css-1jgdtev brz-wrapper\">\n<div class=\"brz-rich-text brz-rich-text__custom brz-css-1pfa6jb\" data-brz-custom-id=\"lEo34gDsrVMQ\">\n<div data-brz-translate-text=\"1\">\n<p class=\"brz-ff-fields brz-ft-adobe brz-fs-lg-18 brz-fss-lg-px brz-fw-lg-400 brz-ls-lg-0 brz-lh-lg-1 brz-vfw-lg-400 brz-fwdth-lg-100 brz-fsft-lg-0 brz-tp-lg-subtitle brz-css-jH664\" data-uniq-id=\"c7vxU\" data-generated-css=\"brz-css-cIYcV\"><strong class=\"brz-cp-color3\" style=\"color: rgb(15, 119, 196);\">Desmos &#8211; Find the Exponential<\/strong><\/p>\n<\/div>\n<\/div>\n<\/div>\n<div id=\"\" class=\"brz-css-1jgdtev brz-css-n0c126 brz-wrapper\">\n<div class=\"brz-image brz-css-4f1sjo\" data-brz-custom-id=\"snNZ93Lhhe3p\"><a class=\"brz-a\" href=\"https:\/\/teacher.desmos.com\/activitybuilder\/custom\/57d7b1e9aca16cdc10e7949a\" target=\"_blank\" rel=\"noopener\" data-brz-link-type=\"external\"><picture class=\"brz-picture brz-d-block brz-p-relative brz-css-1uy1gsp brz-css-gajcx2\"><source srcset=\"https:\/\/ibmaths.com\/wp-content\/uploads\/2025\/02\/desmos.png 1x, https:\/\/ibmaths.com\/wp-content\/uploads\/2025\/02\/desmos.png 2x\" media=\"(min-width: 992px)\"><source srcset=\"https:\/\/ibmaths.com\/wp-content\/uploads\/2025\/02\/desmos.png 1x, https:\/\/ibmaths.com\/wp-content\/uploads\/2025\/02\/desmos.png 2x\" media=\"(min-width: 768px)\"><img decoding=\"async\" class=\"brz-img\" srcset=\"https:\/\/ibmaths.com\/wp-content\/uploads\/2025\/02\/desmos.png 1x, https:\/\/ibmaths.com\/wp-content\/uploads\/2025\/02\/desmos.png 2x\" src=\"https:\/\/ibmaths.com\/wp-content\/uploads\/2025\/02\/desmos.png\" alt=\"\" draggable=\"false\" loading=\"lazy\"><\/picture><\/a><\/div>\n<\/div>\n<div id=\"\" class=\"brz-css-1jgdtev brz-wrapper\">\n<div class=\"brz-rich-text brz-rich-text__custom brz-css-1pfa6jb\" data-brz-custom-id=\"iAB3YqnJPeIu\">\n<div data-brz-translate-text=\"1\">\n<p class=\"brz-tp-lg-paragraph brz-css-ahfvT\" data-uniq-id=\"iZth2\" data-generated-css=\"brz-css-rLW_F\"><span class=\"brz-cp-color7\">Discovering exponentials by Becky Hall.<\/span><\/p>\n<\/div>\n<\/div>\n<\/div>\n<\/div>\n<\/div>\n<div class=\"brz-columns brz-css-op8nrk\" data-brz-custom-id=\"sStP77InmeRP\">\n<div class=\"brz-bg\"><\/div>\n<div class=\"brz-column__items brz-css-67r6oa\">\n<div id=\"\" class=\"brz-css-1jgdtev brz-wrapper\">\n<div class=\"brz-rich-text brz-rich-text__custom brz-css-1pfa6jb\" data-brz-custom-id=\"e01SkXI7sGzA\">\n<div data-brz-translate-text=\"1\">\n<p class=\"brz-tp-lg-subtitle brz-fsft-lg-0 brz-fwdth-lg-100 brz-vfw-lg-400 brz-lh-lg-1 brz-ls-lg-0 brz-fw-lg-400 brz-fss-lg-px brz-fs-lg-18 brz-ft-adobe brz-ff-fields brz-css-cCP5s\" data-generated-css=\"brz-css-rQJq_\" data-uniq-id=\"iCA2F\"><strong class=\"brz-cp-color3\" style=\"color: rgb(15, 119, 196);\">Desmos &#8211; Modelling Rabbit Populations<\/strong><\/p>\n<\/div>\n<\/div>\n<\/div>\n<div id=\"\" class=\"brz-css-1jgdtev brz-css-1y2u627 brz-wrapper\">\n<div class=\"brz-image brz-css-ahxcf9\" data-brz-custom-id=\"aoyRAq3gdvXL\"><a class=\"brz-a\" href=\"https:\/\/teacher.desmos.com\/activitybuilder\/custom\/58f438cb5183a24769525cc5\" target=\"_blank\" rel=\"noopener\" data-brz-link-type=\"external\"><picture class=\"brz-picture brz-d-block brz-p-relative brz-css-1kaijxa brz-css-xv24if\"><source srcset=\"https:\/\/ibmaths.com\/wp-content\/uploads\/2025\/02\/desmos.png 1x, https:\/\/ibmaths.com\/wp-content\/uploads\/2025\/02\/desmos.png 2x\" media=\"(min-width: 992px)\"><source srcset=\"https:\/\/ibmaths.com\/wp-content\/uploads\/2025\/02\/desmos.png 1x, https:\/\/ibmaths.com\/wp-content\/uploads\/2025\/02\/desmos.png 2x\" media=\"(min-width: 768px)\"><img decoding=\"async\" class=\"brz-img\" srcset=\"https:\/\/ibmaths.com\/wp-content\/uploads\/2025\/02\/desmos.png 1x, https:\/\/ibmaths.com\/wp-content\/uploads\/2025\/02\/desmos.png 2x\" src=\"https:\/\/ibmaths.com\/wp-content\/uploads\/2025\/02\/desmos.png\" alt=\"\" draggable=\"false\" loading=\"lazy\"><\/picture><\/a><\/div>\n<\/div>\n<div id=\"\" class=\"brz-css-1jgdtev brz-wrapper\">\n<div class=\"brz-rich-text brz-rich-text__custom brz-css-1pfa6jb\" data-brz-custom-id=\"aIlobocUZ4lP\">\n<div data-brz-translate-text=\"1\">\n<p class=\"brz-tp-lg-paragraph brz-css-bDwhy\" data-generated-css=\"brz-css-os1o1\" data-uniq-id=\"bx4I6\"><span class=\"brz-cp-color7\">Modelling by Paul Jorgens.<\/span><\/p>\n<\/div>\n<\/div>\n<\/div>\n<\/div>\n<\/div>\n<\/div>\n<\/div>\n<\/div>\n<\/div>\n<\/section>\n<section id=\"071fdfa815ea2ecd581c_g9FPqzhPaR7t\" class=\"brz-section brz-css-4557o8\">\n<div class=\"brz-section__content brz-section--boxed brz-css-iewvks brz-css-1ymohiu\" data-brz-custom-id=\"iZMPBeH7DksS\">\n<div class=\"brz-bg\">\n<div class=\"brz-bg-color\"><\/div>\n<\/div>\n<div class=\"brz-container brz-css-1ajlxyy\">\n<div class=\"brz-row__container brz-css-91xslw\" data-brz-custom-id=\"nbPwhCWQfDD_\">\n<div class=\"brz-bg\"><\/div>\n<div class=\"brz-row brz-css-1wunde5 brz-css-123mh3x\">\n<div class=\"brz-columns brz-css-op8nrk\" data-brz-custom-id=\"rWjtxnVl4B8e\">\n<div class=\"brz-bg\"><\/div>\n<div class=\"brz-column__items brz-css-67r6oa\">\n<div id=\"\" class=\"brz-css-1jgdtev brz-wrapper\">\n<div class=\"brz-rich-text brz-rich-text__custom brz-css-1pfa6jb\" data-brz-custom-id=\"yOi7A1QCXVVQ\">\n<div data-brz-translate-text=\"1\">\n<p class=\"brz-tp-lg-subtitle brz-fsft-lg-0 brz-fwdth-lg-100 brz-vfw-lg-400 brz-lh-lg-1 brz-ls-lg-0 brz-fw-lg-400 brz-fss-lg-px brz-fs-lg-18 brz-ft-adobe brz-ff-fields brz-css-gQOfN\" data-generated-css=\"brz-css-bQoz0\" data-uniq-id=\"bSrcH\"><strong class=\"brz-cp-color3\" style=\"color: rgb(15, 119, 196);\">Desmos &#8211; Studying bacteria<\/strong><\/p>\n<\/div>\n<\/div>\n<\/div>\n<div id=\"\" class=\"brz-css-1jgdtev brz-css-1kyp6vf brz-wrapper\">\n<div class=\"brz-image brz-css-pjwwwc\" data-brz-custom-id=\"sIWnWP7K9oGw\"><a class=\"brz-a\" href=\"https:\/\/teacher.desmos.com\/activitybuilder\/custom\/57eb2ffa521a85040edcac10\" target=\"_blank\" rel=\"noopener\" data-brz-link-type=\"external\"><picture class=\"brz-picture brz-d-block brz-p-relative brz-css-13scat4 brz-css-bhluck\"><source srcset=\"https:\/\/ibmaths.com\/wp-content\/uploads\/2025\/02\/desmos.png 1x, https:\/\/ibmaths.com\/wp-content\/uploads\/2025\/02\/desmos.png 2x\" media=\"(min-width: 992px)\"><source srcset=\"https:\/\/ibmaths.com\/wp-content\/uploads\/2025\/02\/desmos.png 1x, https:\/\/ibmaths.com\/wp-content\/uploads\/2025\/02\/desmos.png 2x\" media=\"(min-width: 768px)\"><img decoding=\"async\" class=\"brz-img\" srcset=\"https:\/\/ibmaths.com\/wp-content\/uploads\/2025\/02\/desmos.png 1x, https:\/\/ibmaths.com\/wp-content\/uploads\/2025\/02\/desmos.png 2x\" src=\"https:\/\/ibmaths.com\/wp-content\/uploads\/2025\/02\/desmos.png\" alt=\"\" draggable=\"false\" loading=\"lazy\"><\/picture><\/a><\/div>\n<\/div>\n<div id=\"\" class=\"brz-css-1jgdtev brz-wrapper\">\n<div class=\"brz-rich-text brz-rich-text__custom brz-css-1pfa6jb\" data-brz-custom-id=\"yLCtekF4jEAN\">\n<div data-brz-translate-text=\"1\">\n<p class=\"brz-tp-lg-paragraph brz-css-hJlnh\" data-generated-css=\"brz-css-r7pOp\" data-uniq-id=\"xSK1s\"><span class=\"brz-cp-color7\">Exponential growth by Becky Hall.<\/span><\/p>\n<\/div>\n<\/div>\n<\/div>\n<\/div>\n<\/div>\n<div class=\"brz-columns brz-css-op8nrk\" data-brz-custom-id=\"msOquzlkYaV7\">\n<div class=\"brz-bg\"><\/div>\n<div class=\"brz-column__items brz-css-67r6oa\">\n<div id=\"\" class=\"brz-css-1jgdtev brz-wrapper\">\n<div class=\"brz-rich-text brz-rich-text__custom brz-css-1pfa6jb\" data-brz-custom-id=\"k1yrLVUaL8YD\">\n<div data-brz-translate-text=\"1\">\n<p class=\"brz-ff-fields brz-ft-adobe brz-fs-lg-18 brz-fss-lg-px brz-fw-lg-400 brz-ls-lg-0 brz-lh-lg-1 brz-vfw-lg-400 brz-fwdth-lg-100 brz-fsft-lg-0 brz-tp-lg-subtitle brz-css-n6ZrO\" data-uniq-id=\"qBBPX\" data-generated-css=\"brz-css-wJHM3\"><strong class=\"brz-cp-color3\" style=\"color: rgb(15, 119, 196);\">Desmos &#8211; Graphing exponential functions<\/strong><\/p>\n<\/div>\n<\/div>\n<\/div>\n<div id=\"\" class=\"brz-css-1jgdtev brz-css-llq4z7 brz-wrapper\">\n<div class=\"brz-image brz-css-11ii924\" data-brz-custom-id=\"cab31CDVKw4D\"><a class=\"brz-a\" href=\"https:\/\/teacher.desmos.com\/activitybuilder\/custom\/58a0fd31d023347a267a7cf0\" target=\"_blank\" rel=\"noopener\" data-brz-link-type=\"external\"><picture class=\"brz-picture brz-d-block brz-p-relative brz-css-76zzl0 brz-css-1s1ttlm\"><source srcset=\"https:\/\/ibmaths.com\/wp-content\/uploads\/2025\/02\/desmos.png 1x, https:\/\/ibmaths.com\/wp-content\/uploads\/2025\/02\/desmos.png 2x\" media=\"(min-width: 992px)\"><source srcset=\"https:\/\/ibmaths.com\/wp-content\/uploads\/2025\/02\/desmos.png 1x, https:\/\/ibmaths.com\/wp-content\/uploads\/2025\/02\/desmos.png 2x\" media=\"(min-width: 768px)\"><img decoding=\"async\" class=\"brz-img\" srcset=\"https:\/\/ibmaths.com\/wp-content\/uploads\/2025\/02\/desmos.png 1x, https:\/\/ibmaths.com\/wp-content\/uploads\/2025\/02\/desmos.png 2x\" src=\"https:\/\/ibmaths.com\/wp-content\/uploads\/2025\/02\/desmos.png\" alt=\"\" draggable=\"false\" loading=\"lazy\"><\/picture><\/a><\/div>\n<\/div>\n<div id=\"\" class=\"brz-css-1jgdtev brz-wrapper\">\n<div class=\"brz-rich-text brz-rich-text__custom brz-css-1pfa6jb\" data-brz-custom-id=\"b1GVg5CvgYWA\">\n<div data-brz-translate-text=\"1\">\n<p class=\"brz-tp-lg-paragraph brz-css-gWr30\" data-uniq-id=\"vzZz8\" data-generated-css=\"brz-css-o9xs6\"><span class=\"brz-cp-color7\">Graphing exponential functions by Sharee Hebert <\/span><\/p>\n<\/div>\n<\/div>\n<\/div>\n<\/div>\n<\/div>\n<\/div>\n<\/div>\n<\/div>\n<\/div>\n<\/section>\n<section id=\"c4793260d51b8b2f4fc3_f45C94hdOsXP\" class=\"brz-section brz-css-4557o8\">\n<div class=\"brz-section__content brz-section--boxed brz-css-iewvks brz-css-1wh3gzz\" data-brz-custom-id=\"cf5OghUkQItx\">\n<div class=\"brz-bg\">\n<div class=\"brz-bg-color\"><\/div>\n<\/div>\n<div class=\"brz-container brz-css-1ajlxyy\">\n<div id=\"\" class=\"brz-css-1jgdtev brz-wrapper\">\n<div class=\"brz-rich-text brz-rich-text__custom brz-css-1pfa6jb\" data-brz-custom-id=\"pSeg8Is1Oaf3\">\n<div data-brz-translate-text=\"1\">\n<h4 class=\"brz-tp-lg-heading4 brz-css-oeETu\" data-uniq-id=\"buYlW\" data-generated-css=\"brz-css-c1oR3\"><span class=\"brz-cp-color5\" style=\"color: rgba(var(--brz-global-color5),1);\">Logarithms<\/span><\/h4>\n<\/div>\n<\/div>\n<\/div>\n<\/div>\n<\/div>\n<\/section>\n<section id=\"b8d16871dbebe1525cc5_dJVyKWqVJBz8\" class=\"brz-section brz-css-4557o8\">\n<div class=\"brz-section__content brz-section--boxed brz-css-iewvks brz-css-zjatlj\" data-brz-custom-id=\"pveuOELJVlzy\">\n<div class=\"brz-bg\">\n<div class=\"brz-bg-color\"><\/div>\n<\/div>\n<div class=\"brz-container brz-css-1ajlxyy\">\n<div class=\"brz-row__container brz-css-91xslw\" data-brz-custom-id=\"e68amObBcOwv\">\n<div class=\"brz-bg\"><\/div>\n<div class=\"brz-row brz-css-1wunde5 brz-css-123mh3x\">\n<div class=\"brz-columns brz-css-op8nrk\" data-brz-custom-id=\"beNZGak3jxOB\">\n<div class=\"brz-bg\"><\/div>\n<div class=\"brz-column__items brz-css-67r6oa\">\n<div id=\"\" class=\"brz-css-1jgdtev brz-wrapper\">\n<div class=\"brz-rich-text brz-rich-text__custom brz-css-1pfa6jb\" data-brz-custom-id=\"jrMIYbySpVgV\">\n<div data-brz-translate-text=\"1\">\n<p class=\"brz-tp-lg-subtitle brz-fsft-lg-0 brz-fwdth-lg-100 brz-vfw-lg-400 brz-lh-lg-1 brz-ls-lg-0 brz-fw-lg-400 brz-fss-lg-px brz-fs-lg-18 brz-ft-adobe brz-ff-fields brz-css-fm_Vr\" data-generated-css=\"brz-css-jDAFE\" data-uniq-id=\"tEi0P\"><strong class=\"brz-cp-color3\" style=\"color: rgb(15, 119, 196);\">Log Base 10<\/strong><\/p>\n<\/div>\n<\/div>\n<\/div>\n<div id=\"\" class=\"brz-css-1jgdtev brz-wrapper\">\n<div class=\"brz-video brz-youtube-video brz-video-on-controls-hidden brz-css-q1krkm\" data-brz-custom-id=\"dj7iMUYHkgiW\">\n<div class=\"brz-video-content\" data-loop=\"false\" data-muted=\"false\" data-autoplay=\"off\">\n<div class=\"video-wrapper brz-image-fix-16-9\">\n<div class=\"brz-video-data brz-hidden\" data-src=\"https:\/\/www.youtube.com\/embed\/C2f5NvtMCoU?autoplay=0&amp;controls=1&amp;start=0&amp;end=0&amp;modestbranding=0&amp;wmode=transparent&amp;enablejsapi=1&amp;loop=0&amp;rel=0&amp;mute=0\" data-population=\"\" data-controls=\"true\" data-branding=\"true\" data-intro=\"true\" data-start=\"0\" data-end=\"0\" data-loop=\"false\" data-autoplay=\"off\"><\/div>\n<p><iframe loading=\"lazy\" allowfullscreen=\"\" class=\"intrinsic-ignore brz-iframe\" src=\"https:\/\/www.youtube.com\/embed\/C2f5NvtMCoU?autoplay=0&amp;controls=1&amp;start=0&amp;end=0&amp;modestbranding=0&amp;wmode=transparent&amp;enablejsapi=1&amp;loop=0&amp;rel=0&amp;mute=0\" title=\"video\"><\/iframe><\/div>\n<\/div>\n<\/div>\n<\/div>\n<\/div>\n<\/div>\n<div class=\"brz-columns brz-css-op8nrk\" data-brz-custom-id=\"gdA9w3bANaLI\">\n<div class=\"brz-bg\"><\/div>\n<div class=\"brz-column__items brz-css-67r6oa\">\n<div id=\"\" class=\"brz-css-1jgdtev brz-wrapper\">\n<div class=\"brz-rich-text brz-rich-text__custom brz-css-1pfa6jb\" data-brz-custom-id=\"qVS_vEF0FZ0o\">\n<div data-brz-translate-text=\"1\">\n<p class=\"brz-tp-lg-subtitle brz-css-hKz1X\" data-uniq-id=\"uCiGD\" data-generated-css=\"brz-css-oecDY\"><strong class=\"brz-cp-color3\" style=\"color: rgb(15, 119, 196);\">Logs in different bases<\/strong><\/p>\n<\/div>\n<\/div>\n<\/div>\n<div id=\"\" class=\"brz-css-1jgdtev brz-wrapper\">\n<div class=\"brz-video brz-youtube-video brz-video-on-controls-hidden brz-css-q1krkm\" data-brz-custom-id=\"t4bOyRfesxBe\">\n<div class=\"brz-video-content\" data-loop=\"false\" data-muted=\"false\" data-autoplay=\"off\">\n<div class=\"video-wrapper brz-image-fix-16-9\">\n<div class=\"brz-video-data brz-hidden\" data-src=\"https:\/\/www.youtube.com\/embed\/dl7mOHtOKu4?autoplay=0&amp;controls=1&amp;start=0&amp;end=0&amp;modestbranding=0&amp;wmode=transparent&amp;enablejsapi=1&amp;loop=0&amp;rel=0&amp;mute=0\" data-population=\"\" data-controls=\"true\" data-branding=\"true\" data-intro=\"true\" data-start=\"0\" data-end=\"0\" data-loop=\"false\" data-autoplay=\"off\"><\/div>\n<p><iframe loading=\"lazy\" allowfullscreen=\"\" class=\"intrinsic-ignore brz-iframe\" src=\"https:\/\/www.youtube.com\/embed\/dl7mOHtOKu4?autoplay=0&amp;controls=1&amp;start=0&amp;end=0&amp;modestbranding=0&amp;wmode=transparent&amp;enablejsapi=1&amp;loop=0&amp;rel=0&amp;mute=0\" title=\"video\"><\/iframe><\/div>\n<\/div>\n<\/div>\n<\/div>\n<\/div>\n<\/div>\n<\/div>\n<\/div>\n<\/div>\n<\/div>\n<\/section>\n<section id=\"a351f284b9ca034bd155_fcC9Ret_pbd6\" class=\"brz-section brz-css-4557o8\">\n<div class=\"brz-section__content brz-section--boxed brz-css-iewvks brz-css-x7gguw\" data-brz-custom-id=\"xStraFFO3rj5\">\n<div class=\"brz-bg\">\n<div class=\"brz-bg-color\"><\/div>\n<\/div>\n<div class=\"brz-container brz-css-1ajlxyy\">\n<div class=\"brz-row__container brz-css-91xslw\" data-brz-custom-id=\"oAu5zBDsxjrO\">\n<div class=\"brz-bg\"><\/div>\n<div class=\"brz-row brz-css-1wunde5 brz-css-123mh3x\">\n<div class=\"brz-columns brz-css-op8nrk\" data-brz-custom-id=\"rEHSOBZ1V1RM\">\n<div class=\"brz-bg\"><\/div>\n<div class=\"brz-column__items brz-css-67r6oa\">\n<div id=\"\" class=\"brz-css-1jgdtev brz-wrapper\">\n<div class=\"brz-rich-text brz-rich-text__custom brz-css-1pfa6jb\" data-brz-custom-id=\"mtkd2GU1lCDy\">\n<div data-brz-translate-text=\"1\">\n<p class=\"brz-tp-lg-subtitle brz-fsft-lg-0 brz-fwdth-lg-100 brz-vfw-lg-400 brz-lh-lg-1 brz-ls-lg-0 brz-fw-lg-400 brz-fss-lg-px brz-fs-lg-18 brz-ft-adobe brz-ff-fields brz-css-iLR0t\" data-generated-css=\"brz-css-jDAFE\" data-uniq-id=\"tEi0P\"><strong class=\"brz-cp-color3\" style=\"color: rgb(15, 119, 196);\">3 Basic Rules<\/strong><\/p>\n<\/div>\n<\/div>\n<\/div>\n<div id=\"\" class=\"brz-css-1jgdtev brz-wrapper\">\n<div class=\"brz-video brz-youtube-video brz-video-on-controls-hidden brz-css-q1krkm\" data-brz-custom-id=\"sns6DN3WCL7p\">\n<div class=\"brz-video-content\" data-loop=\"false\" data-muted=\"false\" data-autoplay=\"off\">\n<div class=\"video-wrapper brz-image-fix-16-9\">\n<div class=\"brz-video-data brz-hidden\" data-src=\"https:\/\/www.youtube.com\/embed\/fNA-zdayPdw?autoplay=0&amp;controls=1&amp;start=0&amp;end=0&amp;modestbranding=0&amp;wmode=transparent&amp;enablejsapi=1&amp;loop=0&amp;rel=0&amp;mute=0\" data-population=\"\" data-controls=\"true\" data-branding=\"true\" data-intro=\"true\" data-start=\"0\" data-end=\"0\" data-loop=\"false\" data-autoplay=\"off\"><\/div>\n<p><iframe loading=\"lazy\" allowfullscreen=\"\" class=\"intrinsic-ignore brz-iframe\" src=\"https:\/\/www.youtube.com\/embed\/fNA-zdayPdw?autoplay=0&amp;controls=1&amp;start=0&amp;end=0&amp;modestbranding=0&amp;wmode=transparent&amp;enablejsapi=1&amp;loop=0&amp;rel=0&amp;mute=0\" title=\"video\"><\/iframe><\/div>\n<\/div>\n<\/div>\n<\/div>\n<\/div>\n<\/div>\n<div class=\"brz-columns brz-css-op8nrk\" data-brz-custom-id=\"adHAn26aPrHr\">\n<div class=\"brz-bg\"><\/div>\n<div class=\"brz-column__items brz-css-67r6oa\">\n<div id=\"\" class=\"brz-css-1jgdtev brz-wrapper\">\n<div class=\"brz-rich-text brz-rich-text__custom brz-css-1pfa6jb\" data-brz-custom-id=\"faNrdS9okOnG\">\n<div data-brz-translate-text=\"1\">\n<p class=\"brz-tp-lg-subtitle brz-css-nktXB\" data-uniq-id=\"uCiGD\" data-generated-css=\"brz-css-oecDY\"><strong class=\"brz-cp-color3\" style=\"color: rgb(15, 119, 196);\">The Natural Logarithm (ln)<\/strong><\/p>\n<\/div>\n<\/div>\n<\/div>\n<div id=\"\" class=\"brz-css-1jgdtev brz-wrapper\">\n<div class=\"brz-video brz-youtube-video brz-video-on-controls-hidden brz-css-q1krkm\" data-brz-custom-id=\"fz2SupzZHBoS\">\n<div class=\"brz-video-content\" data-loop=\"false\" data-muted=\"false\" data-autoplay=\"off\">\n<div class=\"video-wrapper brz-image-fix-16-9\">\n<div class=\"brz-video-data brz-hidden\" data-src=\"https:\/\/www.youtube.com\/embed\/dl7mOHtOKu4?autoplay=0&amp;controls=1&amp;start=0&amp;end=0&amp;modestbranding=0&amp;wmode=transparent&amp;enablejsapi=1&amp;loop=0&amp;rel=0&amp;mute=0\" data-population=\"\" data-controls=\"true\" data-branding=\"true\" data-intro=\"true\" data-start=\"0\" data-end=\"0\" data-loop=\"false\" data-autoplay=\"off\"><\/div>\n<p><iframe loading=\"lazy\" allowfullscreen=\"\" class=\"intrinsic-ignore brz-iframe\" src=\"https:\/\/www.youtube.com\/embed\/dl7mOHtOKu4?autoplay=0&amp;controls=1&amp;start=0&amp;end=0&amp;modestbranding=0&amp;wmode=transparent&amp;enablejsapi=1&amp;loop=0&amp;rel=0&amp;mute=0\" title=\"video\"><\/iframe><\/div>\n<\/div>\n<\/div>\n<\/div>\n<\/div>\n<\/div>\n<\/div>\n<\/div>\n<\/div>\n<\/div>\n<\/section>\n<section id=\"d159222df114f98c0ef9_rPDoYf8oZmmV\" class=\"brz-section brz-css-4557o8\">\n<div class=\"brz-section__content brz-section--boxed brz-css-iewvks brz-css-16s5pi8\" data-brz-custom-id=\"hfFS0lQfW1qC\">\n<div class=\"brz-bg\">\n<div class=\"brz-bg-color\"><\/div>\n<\/div>\n<div class=\"brz-container brz-css-1ajlxyy\">\n<div class=\"brz-row__container brz-css-91xslw\" data-brz-custom-id=\"kGpL05La0x7D\">\n<div class=\"brz-bg\"><\/div>\n<div class=\"brz-row brz-css-1wunde5 brz-css-123mh3x\">\n<div class=\"brz-columns brz-css-op8nrk\" data-brz-custom-id=\"aZJHMSDhLvjO\">\n<div class=\"brz-bg\"><\/div>\n<div class=\"brz-column__items brz-css-67r6oa\">\n<div id=\"\" class=\"brz-css-1jgdtev brz-wrapper\">\n<div class=\"brz-rich-text brz-rich-text__custom brz-css-1pfa6jb\" data-brz-custom-id=\"tS4ExOFjfY4b\">\n<div data-brz-translate-text=\"1\">\n<p class=\"brz-ff-fields brz-ft-adobe brz-fs-lg-18 brz-fss-lg-px brz-fw-lg-400 brz-ls-lg-0 brz-lh-lg-1 brz-vfw-lg-400 brz-fwdth-lg-100 brz-fsft-lg-0 brz-tp-lg-subtitle brz-css-hRu58\" data-uniq-id=\"dUkty\" data-generated-css=\"brz-css-eOi91\"><strong class=\"brz-cp-color3\" style=\"color: rgb(15, 119, 196);\">Solving unknown index<\/strong><\/p>\n<\/div>\n<\/div>\n<\/div>\n<div id=\"\" class=\"brz-css-1jgdtev brz-wrapper\">\n<div class=\"brz-video brz-youtube-video brz-video-on-controls-hidden brz-css-q1krkm\" data-brz-custom-id=\"a_TYrgelv60f\">\n<div class=\"brz-video-content\" data-loop=\"false\" data-muted=\"false\" data-autoplay=\"off\">\n<div class=\"video-wrapper brz-image-fix-16-9\">\n<div class=\"brz-video-data brz-hidden\" data-src=\"https:\/\/www.youtube.com\/embed\/7sBzT9XdDdo?autoplay=0&amp;controls=1&amp;start=0&amp;end=0&amp;modestbranding=0&amp;wmode=transparent&amp;enablejsapi=1&amp;loop=0&amp;rel=0&amp;mute=0\" data-population=\"\" data-controls=\"true\" data-branding=\"true\" data-intro=\"true\" data-start=\"0\" data-end=\"0\" data-loop=\"false\" data-autoplay=\"off\"><\/div>\n<p><iframe loading=\"lazy\" allowfullscreen=\"\" class=\"intrinsic-ignore brz-iframe\" src=\"https:\/\/www.youtube.com\/embed\/7sBzT9XdDdo?autoplay=0&amp;controls=1&amp;start=0&amp;end=0&amp;modestbranding=0&amp;wmode=transparent&amp;enablejsapi=1&amp;loop=0&amp;rel=0&amp;mute=0\" title=\"video\"><\/iframe><\/div>\n<\/div>\n<\/div>\n<\/div>\n<\/div>\n<\/div>\n<div class=\"brz-columns brz-css-op8nrk\" data-brz-custom-id=\"xHinSxWP7V6f\">\n<div class=\"brz-bg\"><\/div>\n<div class=\"brz-column__items brz-css-67r6oa\">\n<div id=\"\" class=\"brz-css-1jgdtev brz-wrapper\">\n<div class=\"brz-rich-text brz-rich-text__custom brz-css-1pfa6jb\" data-brz-custom-id=\"kLrzEwyGLZnU\">\n<div data-brz-translate-text=\"1\">\n<p class=\"brz-tp-lg-subtitle brz-css-axDD3\" data-generated-css=\"brz-css-r3DHT\" data-uniq-id=\"jtk6_\"><strong class=\"brz-cp-color3\" style=\"color: rgb(15, 119, 196);\">Change of base<\/strong><\/p>\n<\/div>\n<\/div>\n<\/div>\n<div id=\"\" class=\"brz-css-1jgdtev brz-wrapper\">\n<div class=\"brz-video brz-youtube-video brz-video-on-controls-hidden brz-css-q1krkm\" data-brz-custom-id=\"c0NOZfhkMMde\">\n<div class=\"brz-video-content\" data-loop=\"false\" data-muted=\"false\" data-autoplay=\"off\">\n<div class=\"video-wrapper brz-image-fix-16-9\">\n<div class=\"brz-video-data brz-hidden\" data-src=\"https:\/\/www.youtube.com\/embed\/sGTrsCkR7xg?autoplay=0&amp;controls=1&amp;start=0&amp;end=0&amp;modestbranding=0&amp;wmode=transparent&amp;enablejsapi=1&amp;loop=0&amp;rel=0&amp;mute=0\" data-population=\"\" data-controls=\"true\" data-branding=\"true\" data-intro=\"true\" data-start=\"0\" data-end=\"0\" data-loop=\"false\" data-autoplay=\"off\"><\/div>\n<p><iframe loading=\"lazy\" allowfullscreen=\"\" class=\"intrinsic-ignore brz-iframe\" src=\"https:\/\/www.youtube.com\/embed\/sGTrsCkR7xg?autoplay=0&amp;controls=1&amp;start=0&amp;end=0&amp;modestbranding=0&amp;wmode=transparent&amp;enablejsapi=1&amp;loop=0&amp;rel=0&amp;mute=0\" title=\"video\"><\/iframe><\/div>\n<\/div>\n<\/div>\n<\/div>\n<\/div>\n<\/div>\n<\/div>\n<\/div>\n<\/div>\n<\/div>\n<\/section>\n<section id=\"8833b98ec977d7cee1a9_aTeJcaAqZgj0\" class=\"brz-section brz-css-4557o8\">\n<div class=\"brz-section__content brz-section--boxed brz-css-iewvks brz-css-1l2m6ko\" data-brz-custom-id=\"xt2nmUGFu1Ji\">\n<div class=\"brz-bg\">\n<div class=\"brz-bg-color\"><\/div>\n<\/div>\n<div class=\"brz-container brz-css-1ajlxyy\">\n<div class=\"brz-row__container brz-css-91xslw\" data-brz-custom-id=\"qeNo3WEgOzA4\">\n<div class=\"brz-bg\"><\/div>\n<div class=\"brz-row brz-css-1wunde5 brz-css-123mh3x\">\n<div class=\"brz-columns brz-css-op8nrk\" data-brz-custom-id=\"wY81505eYGst\">\n<div class=\"brz-bg\"><\/div>\n<div class=\"brz-column__items brz-css-67r6oa\">\n<div id=\"\" class=\"brz-css-1jgdtev brz-wrapper\">\n<div class=\"brz-rich-text brz-rich-text__custom brz-css-1pfa6jb\" data-brz-custom-id=\"pC1uf4NazTNo\">\n<div data-brz-translate-text=\"1\">\n<p class=\"brz-tp-lg-subtitle brz-fsft-lg-0 brz-fwdth-lg-100 brz-vfw-lg-400 brz-lh-lg-1 brz-ls-lg-0 brz-fw-lg-400 brz-fss-lg-px brz-fs-lg-18 brz-ft-adobe brz-ff-fields brz-css-f3fMR\" data-generated-css=\"brz-css-y_TEN\" data-uniq-id=\"yqHPe\"><strong class=\"brz-cp-color3\" style=\"color: rgb(15, 119, 196);\">Solving Log Equations 1<\/strong><\/p>\n<\/div>\n<\/div>\n<\/div>\n<div id=\"\" class=\"brz-css-1jgdtev brz-wrapper\">\n<div class=\"brz-video brz-youtube-video brz-video-on-controls-hidden brz-css-q1krkm\" data-brz-custom-id=\"oSU28tIo5jmV\">\n<div class=\"brz-video-content\" data-loop=\"false\" data-muted=\"false\" data-autoplay=\"off\">\n<div class=\"video-wrapper brz-image-fix-16-9\">\n<div class=\"brz-video-data brz-hidden\" data-src=\"https:\/\/www.youtube.com\/embed\/a_lo8JnTLLA?autoplay=0&amp;controls=1&amp;start=0&amp;end=0&amp;modestbranding=0&amp;wmode=transparent&amp;enablejsapi=1&amp;loop=0&amp;rel=0&amp;mute=0\" data-population=\"\" data-controls=\"true\" data-branding=\"true\" data-intro=\"true\" data-start=\"0\" data-end=\"0\" data-loop=\"false\" data-autoplay=\"off\"><\/div>\n<p><iframe loading=\"lazy\" allowfullscreen=\"\" class=\"intrinsic-ignore brz-iframe\" src=\"https:\/\/www.youtube.com\/embed\/a_lo8JnTLLA?autoplay=0&amp;controls=1&amp;start=0&amp;end=0&amp;modestbranding=0&amp;wmode=transparent&amp;enablejsapi=1&amp;loop=0&amp;rel=0&amp;mute=0\" title=\"video\"><\/iframe><\/div>\n<\/div>\n<\/div>\n<\/div>\n<\/div>\n<\/div>\n<div class=\"brz-columns brz-css-op8nrk\" data-brz-custom-id=\"bHLJSVHyJz_j\">\n<div class=\"brz-bg\"><\/div>\n<div class=\"brz-column__items brz-css-67r6oa\">\n<div id=\"\" class=\"brz-css-1jgdtev brz-wrapper\">\n<div class=\"brz-rich-text brz-rich-text__custom brz-css-1pfa6jb\" data-brz-custom-id=\"zVxzlgVbK2N2\">\n<div data-brz-translate-text=\"1\">\n<p class=\"brz-tp-lg-subtitle brz-css-qec8p\" data-generated-css=\"brz-css-hhb4_\" data-uniq-id=\"p6gmQ\"><strong class=\"brz-cp-color3\" style=\"color: rgb(15, 119, 196);\">Solving Log Equations 2<\/strong><\/p>\n<\/div>\n<\/div>\n<\/div>\n<div id=\"\" class=\"brz-css-1jgdtev brz-wrapper\">\n<div class=\"brz-video brz-youtube-video brz-video-on-controls-hidden brz-css-q1krkm\" data-brz-custom-id=\"jFJZ7KfTojIB\">\n<div class=\"brz-video-content\" data-loop=\"false\" data-muted=\"false\" data-autoplay=\"off\">\n<div class=\"video-wrapper brz-image-fix-16-9\">\n<div class=\"brz-video-data brz-hidden\" data-src=\"https:\/\/www.youtube.com\/embed\/ruf3csj35Wg?autoplay=0&amp;controls=1&amp;start=0&amp;end=0&amp;modestbranding=0&amp;wmode=transparent&amp;enablejsapi=1&amp;loop=0&amp;rel=0&amp;mute=0\" data-population=\"\" data-controls=\"true\" data-branding=\"true\" data-intro=\"true\" data-start=\"0\" data-end=\"0\" data-loop=\"false\" data-autoplay=\"off\"><\/div>\n<p><iframe loading=\"lazy\" allowfullscreen=\"\" class=\"intrinsic-ignore brz-iframe\" src=\"https:\/\/www.youtube.com\/embed\/ruf3csj35Wg?autoplay=0&amp;controls=1&amp;start=0&amp;end=0&amp;modestbranding=0&amp;wmode=transparent&amp;enablejsapi=1&amp;loop=0&amp;rel=0&amp;mute=0\" title=\"video\"><\/iframe><\/div>\n<\/div>\n<\/div>\n<\/div>\n<\/div>\n<\/div>\n<\/div>\n<\/div>\n<\/div>\n<\/div>\n<\/section>\n<section id=\"af602400d780b32ea9bb_vhWkpwhIcdpY\" class=\"brz-section brz-css-4557o8\">\n<div class=\"brz-section__content brz-section--boxed brz-css-iewvks brz-css-1g4hj4m\" data-brz-custom-id=\"rpFUZ_umtTEZ\">\n<div class=\"brz-bg\">\n<div class=\"brz-bg-color\"><\/div>\n<\/div>\n<div class=\"brz-container brz-css-1ajlxyy\">\n<div class=\"brz-row__container brz-css-91xslw\" data-brz-custom-id=\"nZb0fsqiv__c\">\n<div class=\"brz-bg\"><\/div>\n<div class=\"brz-row brz-css-1wunde5 brz-css-123mh3x\">\n<div class=\"brz-columns brz-css-op8nrk\" data-brz-custom-id=\"pBDrT00NHN74\">\n<div class=\"brz-bg\"><\/div>\n<div class=\"brz-column__items brz-css-67r6oa\">\n<div id=\"\" class=\"brz-css-1jgdtev brz-wrapper\">\n<div class=\"brz-rich-text brz-rich-text__custom brz-css-1pfa6jb\" data-brz-custom-id=\"sS2GYGi0xvWj\">\n<div data-brz-translate-text=\"1\">\n<p class=\"brz-ff-fields brz-ft-adobe brz-fs-lg-18 brz-fss-lg-px brz-fw-lg-400 brz-ls-lg-0 brz-lh-lg-1 brz-vfw-lg-400 brz-fwdth-lg-100 brz-fsft-lg-0 brz-tp-lg-subtitle brz-css-q1fAU\" data-uniq-id=\"fQbAH\" data-generated-css=\"brz-css-znWFl\"><strong class=\"brz-cp-color3\" style=\"color: rgb(15, 119, 196);\">Solving Log Equations 1<\/strong><\/p>\n<\/div>\n<\/div>\n<\/div>\n<div id=\"\" class=\"brz-css-1jgdtev brz-wrapper\">\n<div class=\"brz-video brz-youtube-video brz-video-on-controls-hidden brz-css-q1krkm\" data-brz-custom-id=\"eoBZGnrQ36IJ\">\n<div class=\"brz-video-content\" data-loop=\"false\" data-muted=\"false\" data-autoplay=\"off\">\n<div class=\"video-wrapper brz-image-fix-16-9\">\n<div class=\"brz-video-data brz-hidden\" data-src=\"https:\/\/www.youtube.com\/embed\/djihTFSAB6c?autoplay=0&amp;controls=1&amp;start=0&amp;end=0&amp;modestbranding=0&amp;wmode=transparent&amp;enablejsapi=1&amp;loop=0&amp;rel=0&amp;mute=0\" data-population=\"\" data-controls=\"true\" data-branding=\"true\" data-intro=\"true\" data-start=\"0\" data-end=\"0\" data-loop=\"false\" data-autoplay=\"off\"><\/div>\n<p><iframe loading=\"lazy\" allowfullscreen=\"\" class=\"intrinsic-ignore brz-iframe\" src=\"https:\/\/www.youtube.com\/embed\/djihTFSAB6c?autoplay=0&amp;controls=1&amp;start=0&amp;end=0&amp;modestbranding=0&amp;wmode=transparent&amp;enablejsapi=1&amp;loop=0&amp;rel=0&amp;mute=0\" title=\"video\"><\/iframe><\/div>\n<\/div>\n<\/div>\n<\/div>\n<\/div>\n<\/div>\n<div class=\"brz-columns brz-css-op8nrk\" data-brz-custom-id=\"vteBnyLAycuU\">\n<div class=\"brz-bg\"><\/div>\n<div class=\"brz-column__items brz-css-67r6oa\">\n<div id=\"\" class=\"brz-css-1jgdtev brz-wrapper\">\n<div class=\"brz-rich-text brz-rich-text__custom brz-css-1pfa6jb\" data-brz-custom-id=\"xAan00qXXUIH\">\n<div data-brz-translate-text=\"1\">\n<p class=\"brz-tp-lg-subtitle brz-css-l4BJ6\" data-uniq-id=\"zFwU6\" data-generated-css=\"brz-css-xjBIV\"><strong class=\"brz-cp-color3\" style=\"color: rgb(15, 119, 196);\">Solving Log Equations 2<\/strong><\/p>\n<\/div>\n<\/div>\n<\/div>\n<div id=\"\" class=\"brz-css-1jgdtev brz-wrapper\">\n<div class=\"brz-video brz-youtube-video brz-video-on-controls-hidden brz-css-q1krkm\" data-brz-custom-id=\"oU6soLy2gw5v\">\n<div class=\"brz-video-content\" data-loop=\"false\" data-muted=\"false\" data-autoplay=\"off\">\n<div class=\"video-wrapper brz-image-fix-16-9\">\n<div class=\"brz-video-data brz-hidden\" data-src=\"https:\/\/www.youtube.com\/embed\/_VOuebKsePk?autoplay=0&amp;controls=1&amp;start=0&amp;end=0&amp;modestbranding=0&amp;wmode=transparent&amp;enablejsapi=1&amp;loop=0&amp;rel=0&amp;mute=0\" data-population=\"\" data-controls=\"true\" data-branding=\"true\" data-intro=\"true\" data-start=\"0\" data-end=\"0\" data-loop=\"false\" data-autoplay=\"off\"><\/div>\n<p><iframe loading=\"lazy\" allowfullscreen=\"\" class=\"intrinsic-ignore brz-iframe\" src=\"https:\/\/www.youtube.com\/embed\/_VOuebKsePk?autoplay=0&amp;controls=1&amp;start=0&amp;end=0&amp;modestbranding=0&amp;wmode=transparent&amp;enablejsapi=1&amp;loop=0&amp;rel=0&amp;mute=0\" title=\"video\"><\/iframe><\/div>\n<\/div>\n<\/div>\n<\/div>\n<\/div>\n<\/div>\n<\/div>\n<\/div>\n<\/div>\n<\/div>\n<\/section>\n<section id=\"f5e90c4bb00db2c5e31b_nm_n8DOW5jQk\" class=\"brz-section brz-css-4557o8\">\n<div class=\"brz-section__content brz-section--boxed brz-css-iewvks brz-css-flr43n\" data-brz-custom-id=\"df5goy9ci3Ug\">\n<div class=\"brz-bg\">\n<div class=\"brz-bg-color\"><\/div>\n<\/div>\n<div class=\"brz-container brz-css-1ajlxyy\">\n<div id=\"\" class=\"brz-css-1jgdtev brz-wrapper\">\n<div class=\"brz-rich-text brz-rich-text__custom brz-css-1pfa6jb\" data-brz-custom-id=\"qpVjZ_gJtQyw\">\n<div data-brz-translate-text=\"1\">\n<h4 class=\"brz-tp-lg-heading4 brz-css-eKnvV\" data-uniq-id=\"jhXK1\" data-generated-css=\"brz-css-eiJ8L\"><span class=\"brz-cp-color5\" style=\"color: rgba(var(--brz-global-color5),1);\">Sequences and Series<\/span><\/h4>\n<\/div>\n<\/div>\n<\/div>\n<\/div>\n<\/div>\n<\/section>\n<section id=\"02e3d9de4cd2500d4f96_tuf209AbRW05\" class=\"brz-section brz-css-4557o8\">\n<div class=\"brz-section__content brz-section--boxed brz-css-iewvks brz-css-15eg9zs\" data-brz-custom-id=\"cohLfofcM86y\">\n<div class=\"brz-bg\">\n<div class=\"brz-bg-color\"><\/div>\n<\/div>\n<div class=\"brz-container brz-css-1ajlxyy\">\n<div class=\"brz-row__container brz-css-91xslw\" data-brz-custom-id=\"siiyDh_ccEsf\">\n<div class=\"brz-bg\"><\/div>\n<div class=\"brz-row brz-css-1wunde5 brz-css-123mh3x\">\n<div class=\"brz-columns brz-css-op8nrk\" data-brz-custom-id=\"hN9ONrjyEqN2\">\n<div class=\"brz-bg\"><\/div>\n<div class=\"brz-column__items brz-css-67r6oa\">\n<div id=\"\" class=\"brz-css-1jgdtev brz-wrapper\">\n<div class=\"brz-rich-text brz-rich-text__custom brz-css-1pfa6jb\" data-brz-custom-id=\"src0sYhDUkkw\">\n<div data-brz-translate-text=\"1\">\n<p class=\"brz-tp-lg-subtitle brz-fsft-lg-0 brz-fwdth-lg-100 brz-vfw-lg-400 brz-lh-lg-1 brz-ls-lg-0 brz-fw-lg-400 brz-fss-lg-px brz-fs-lg-18 brz-ft-adobe brz-ff-fields brz-css-u7EVq\" data-generated-css=\"brz-css-bgPK6\" data-uniq-id=\"zybyv\"><strong class=\"brz-cp-color3\" style=\"color: rgb(15, 119, 196);\">Arithmetic Formulae<\/strong><\/p>\n<\/div>\n<\/div>\n<\/div>\n<div id=\"\" class=\"brz-css-1jgdtev brz-wrapper\">\n<div class=\"brz-video brz-youtube-video brz-video-on-controls-hidden brz-css-q1krkm\" data-brz-custom-id=\"bUjvMIeZVGLj\">\n<div class=\"brz-video-content\" data-loop=\"false\" data-muted=\"false\" data-autoplay=\"off\">\n<div class=\"video-wrapper brz-image-fix-16-9\">\n<div class=\"brz-video-data brz-hidden\" data-src=\"https:\/\/www.youtube.com\/embed\/jJCRJ1XOq9s?autoplay=0&amp;controls=1&amp;start=0&amp;end=0&amp;modestbranding=0&amp;wmode=transparent&amp;enablejsapi=1&amp;loop=0&amp;rel=0&amp;mute=0\" data-population=\"\" data-controls=\"true\" data-branding=\"true\" data-intro=\"true\" data-start=\"0\" data-end=\"0\" data-loop=\"false\" data-autoplay=\"off\"><\/div>\n<p><iframe loading=\"lazy\" allowfullscreen=\"\" class=\"intrinsic-ignore brz-iframe\" src=\"https:\/\/www.youtube.com\/embed\/jJCRJ1XOq9s?autoplay=0&amp;controls=1&amp;start=0&amp;end=0&amp;modestbranding=0&amp;wmode=transparent&amp;enablejsapi=1&amp;loop=0&amp;rel=0&amp;mute=0\" title=\"video\"><\/iframe><\/div>\n<\/div>\n<\/div>\n<\/div>\n<\/div>\n<\/div>\n<div class=\"brz-columns brz-css-op8nrk\" data-brz-custom-id=\"eteitrg5EHtl\">\n<div class=\"brz-bg\"><\/div>\n<div class=\"brz-column__items brz-css-67r6oa\">\n<div id=\"\" class=\"brz-css-1jgdtev brz-wrapper\">\n<div class=\"brz-rich-text brz-rich-text__custom brz-css-1pfa6jb\" data-brz-custom-id=\"uOvTx_8YF_aS\">\n<div data-brz-translate-text=\"1\">\n<p class=\"brz-tp-lg-subtitle brz-css-vOa7i\" data-generated-css=\"brz-css-iW6y5\" data-uniq-id=\"fSntt\"><strong class=\"brz-cp-color3\" style=\"color: rgb(15, 119, 196);\">Geometric Formulae<\/strong><\/p>\n<\/div>\n<\/div>\n<\/div>\n<div id=\"\" class=\"brz-css-1jgdtev brz-wrapper\">\n<div class=\"brz-video brz-youtube-video brz-video-on-controls-hidden brz-css-q1krkm\" data-brz-custom-id=\"gM_ATl91rjuw\">\n<div class=\"brz-video-content\" data-loop=\"false\" data-muted=\"false\" data-autoplay=\"off\">\n<div class=\"video-wrapper brz-image-fix-16-9\">\n<div class=\"brz-video-data brz-hidden\" data-src=\"https:\/\/www.youtube.com\/embed\/JwNdNSgq4uI?autoplay=0&amp;controls=1&amp;start=0&amp;end=0&amp;modestbranding=0&amp;wmode=transparent&amp;enablejsapi=1&amp;loop=0&amp;rel=0&amp;mute=0\" data-population=\"\" data-controls=\"true\" data-branding=\"true\" data-intro=\"true\" data-start=\"0\" data-end=\"0\" data-loop=\"false\" data-autoplay=\"off\"><\/div>\n<p><iframe loading=\"lazy\" allowfullscreen=\"\" class=\"intrinsic-ignore brz-iframe\" src=\"https:\/\/www.youtube.com\/embed\/JwNdNSgq4uI?autoplay=0&amp;controls=1&amp;start=0&amp;end=0&amp;modestbranding=0&amp;wmode=transparent&amp;enablejsapi=1&amp;loop=0&amp;rel=0&amp;mute=0\" title=\"video\"><\/iframe><\/div>\n<\/div>\n<\/div>\n<\/div>\n<\/div>\n<\/div>\n<\/div>\n<\/div>\n<\/div>\n<\/div>\n<\/section>\n<section id=\"fb53d59af27d6a538bb8_uyg2qRxtTeQE\" class=\"brz-section brz-css-4557o8\">\n<div class=\"brz-section__content brz-section--boxed brz-css-iewvks brz-css-1jpvp6u\" data-brz-custom-id=\"jpI0lpZ7zl3F\">\n<div class=\"brz-bg\">\n<div class=\"brz-bg-color\"><\/div>\n<\/div>\n<div class=\"brz-container brz-css-1ajlxyy\">\n<div class=\"brz-row__container brz-css-91xslw\" data-brz-custom-id=\"h1WWEZ8H6_mg\">\n<div class=\"brz-bg\"><\/div>\n<div class=\"brz-row brz-css-1wunde5 brz-css-123mh3x\">\n<div class=\"brz-columns brz-css-op8nrk\" data-brz-custom-id=\"qx3oC4wSoyq9\">\n<div class=\"brz-bg\"><\/div>\n<div class=\"brz-column__items brz-css-67r6oa\">\n<div id=\"\" class=\"brz-css-1jgdtev brz-wrapper\">\n<div class=\"brz-rich-text brz-rich-text__custom brz-css-1pfa6jb\" data-brz-custom-id=\"xECMWFWLVach\">\n<div data-brz-translate-text=\"1\">\n<p class=\"brz-tp-lg-subtitle brz-fsft-lg-0 brz-fwdth-lg-100 brz-vfw-lg-400 brz-lh-lg-1 brz-ls-lg-0 brz-fw-lg-400 brz-fss-lg-px brz-fs-lg-18 brz-ft-adobe brz-ff-fields brz-css-qcosv\" data-generated-css=\"brz-css-mBz_J\" data-uniq-id=\"zAVtG\"><strong class=\"brz-cp-color3\" style=\"color: rgb(15, 119, 196);\">Sums to infinity<\/strong><\/p>\n<\/div>\n<\/div>\n<\/div>\n<div id=\"\" class=\"brz-css-1jgdtev brz-wrapper\">\n<div class=\"brz-video brz-youtube-video brz-video-on-controls-hidden brz-css-q1krkm\" data-brz-custom-id=\"lBkFiPgi4Bxl\">\n<div class=\"brz-video-content\" data-loop=\"false\" data-muted=\"false\" data-autoplay=\"off\">\n<div class=\"video-wrapper brz-image-fix-16-9\">\n<div class=\"brz-video-data brz-hidden\" data-src=\"https:\/\/www.youtube.com\/embed\/Jpm1F9ifMRg?autoplay=0&amp;controls=1&amp;start=0&amp;end=0&amp;modestbranding=0&amp;wmode=transparent&amp;enablejsapi=1&amp;loop=0&amp;rel=0&amp;mute=0\" data-population=\"\" data-controls=\"true\" data-branding=\"true\" data-intro=\"true\" data-start=\"0\" data-end=\"0\" data-loop=\"false\" data-autoplay=\"off\"><\/div>\n<p><iframe loading=\"lazy\" allowfullscreen=\"\" class=\"intrinsic-ignore brz-iframe\" src=\"https:\/\/www.youtube.com\/embed\/Jpm1F9ifMRg?autoplay=0&amp;controls=1&amp;start=0&amp;end=0&amp;modestbranding=0&amp;wmode=transparent&amp;enablejsapi=1&amp;loop=0&amp;rel=0&amp;mute=0\" title=\"video\"><\/iframe><\/div>\n<\/div>\n<\/div>\n<\/div>\n<\/div>\n<\/div>\n<div class=\"brz-columns brz-css-op8nrk\" data-brz-custom-id=\"vRZFQtKyqqLO\">\n<div class=\"brz-bg\"><\/div>\n<div class=\"brz-column__items brz-css-67r6oa\">\n<div id=\"\" class=\"brz-css-1jgdtev brz-wrapper\">\n<div class=\"brz-rich-text brz-rich-text__custom brz-css-1pfa6jb\" data-brz-custom-id=\"xXsZJk6QExwC\">\n<div data-brz-translate-text=\"1\">\n<p class=\"brz-tp-lg-subtitle brz-css-nfgQD\" data-generated-css=\"brz-css-dIy_O\" data-uniq-id=\"qYvCA\"><strong class=\"brz-cp-color3\" style=\"color: rgb(15, 119, 196);\">Simple sums question<\/strong><\/p>\n<\/div>\n<\/div>\n<\/div>\n<div id=\"\" class=\"brz-css-1jgdtev brz-wrapper\">\n<div class=\"brz-video brz-youtube-video brz-video-on-controls-hidden brz-css-q1krkm\" data-brz-custom-id=\"wenOAzrY6p9I\">\n<div class=\"brz-video-content\" data-loop=\"false\" data-muted=\"false\" data-autoplay=\"off\">\n<div class=\"video-wrapper brz-image-fix-16-9\">\n<div class=\"brz-video-data brz-hidden\" data-src=\"https:\/\/www.youtube.com\/embed\/bjox4cCWoDA?autoplay=0&amp;controls=1&amp;start=0&amp;end=0&amp;modestbranding=0&amp;wmode=transparent&amp;enablejsapi=1&amp;loop=0&amp;rel=0&amp;mute=0\" data-population=\"\" data-controls=\"true\" data-branding=\"true\" data-intro=\"true\" data-start=\"0\" data-end=\"0\" data-loop=\"false\" data-autoplay=\"off\"><\/div>\n<p><iframe loading=\"lazy\" allowfullscreen=\"\" class=\"intrinsic-ignore brz-iframe\" src=\"https:\/\/www.youtube.com\/embed\/bjox4cCWoDA?autoplay=0&amp;controls=1&amp;start=0&amp;end=0&amp;modestbranding=0&amp;wmode=transparent&amp;enablejsapi=1&amp;loop=0&amp;rel=0&amp;mute=0\" title=\"video\"><\/iframe><\/div>\n<\/div>\n<\/div>\n<\/div>\n<\/div>\n<\/div>\n<\/div>\n<\/div>\n<\/div>\n<\/div>\n<\/section>\n<section id=\"ac51f362fcf5f9285076_qffTSfb1U9xJ\" class=\"brz-section brz-css-4557o8\">\n<div class=\"brz-section__content brz-section--boxed brz-css-iewvks brz-css-1yqs0yq\" data-brz-custom-id=\"iLDxOveglOgp\">\n<div class=\"brz-bg\">\n<div class=\"brz-bg-color\"><\/div>\n<\/div>\n<div class=\"brz-container brz-css-1ajlxyy\">\n<div class=\"brz-row__container brz-css-91xslw\" data-brz-custom-id=\"wIMTTBamazbL\">\n<div class=\"brz-bg\"><\/div>\n<div class=\"brz-row brz-css-1wunde5 brz-css-123mh3x\">\n<div class=\"brz-columns brz-css-op8nrk\" data-brz-custom-id=\"sfdRGNawBNHN\">\n<div class=\"brz-bg\"><\/div>\n<div class=\"brz-column__items brz-css-67r6oa\">\n<div id=\"\" class=\"brz-css-1jgdtev brz-wrapper\">\n<div class=\"brz-rich-text brz-rich-text__custom brz-css-1pfa6jb\" data-brz-custom-id=\"vihakAwIOoOa\">\n<div data-brz-translate-text=\"1\">\n<p class=\"brz-ff-fields brz-ft-adobe brz-fs-lg-18 brz-fss-lg-px brz-fw-lg-400 brz-ls-lg-0 brz-lh-lg-1 brz-vfw-lg-400 brz-fwdth-lg-100 brz-fsft-lg-0 brz-tp-lg-subtitle brz-css-ho6Yt\" data-uniq-id=\"ulxgb\" data-generated-css=\"brz-css-tFZBi\"><strong class=\"brz-cp-color3\" style=\"color: rgb(15, 119, 196);\">The Sigma Sign<\/strong><\/p>\n<\/div>\n<\/div>\n<\/div>\n<div id=\"\" class=\"brz-css-1jgdtev brz-wrapper\">\n<div class=\"brz-video brz-youtube-video brz-video-on-controls-hidden brz-css-q1krkm\" data-brz-custom-id=\"bwXv8g6PBrg1\">\n<div class=\"brz-video-content\" data-loop=\"false\" data-muted=\"false\" data-autoplay=\"off\">\n<div class=\"video-wrapper brz-image-fix-16-9\">\n<div class=\"brz-video-data brz-hidden\" data-src=\"https:\/\/www.youtube.com\/embed\/tIkJNLWAbJs?autoplay=0&amp;controls=1&amp;start=0&amp;end=0&amp;modestbranding=0&amp;wmode=transparent&amp;enablejsapi=1&amp;loop=0&amp;rel=0&amp;mute=0\" data-population=\"\" data-controls=\"true\" data-branding=\"true\" data-intro=\"true\" data-start=\"0\" data-end=\"0\" data-loop=\"false\" data-autoplay=\"off\"><\/div>\n<p><iframe loading=\"lazy\" allowfullscreen=\"\" class=\"intrinsic-ignore brz-iframe\" src=\"https:\/\/www.youtube.com\/embed\/tIkJNLWAbJs?autoplay=0&amp;controls=1&amp;start=0&amp;end=0&amp;modestbranding=0&amp;wmode=transparent&amp;enablejsapi=1&amp;loop=0&amp;rel=0&amp;mute=0\" title=\"video\"><\/iframe><\/div>\n<\/div>\n<\/div>\n<\/div>\n<\/div>\n<\/div>\n<div class=\"brz-columns brz-css-op8nrk\" data-brz-custom-id=\"cvt4jMEwT0p9\">\n<div class=\"brz-bg\"><\/div>\n<div class=\"brz-column__items brz-css-67r6oa\">\n<div id=\"\" class=\"brz-css-1jgdtev brz-wrapper\">\n<div class=\"brz-rich-text brz-rich-text__custom brz-css-1pfa6jb\" data-brz-custom-id=\"wuMX6qtiQKgf\">\n<div data-brz-translate-text=\"1\">\n<p class=\"brz-tp-lg-subtitle brz-css-tI4DK\" data-generated-css=\"brz-css-i3MQN\" data-uniq-id=\"hyTqV\"><strong class=\"brz-cp-color3\" style=\"color: rgb(15, 119, 196);\">Infinite geometric series<\/strong><\/p>\n<\/div>\n<\/div>\n<\/div>\n<div id=\"\" class=\"brz-css-1jgdtev brz-wrapper\">\n<div class=\"brz-video brz-youtube-video brz-video-on-controls-hidden brz-css-q1krkm\" data-brz-custom-id=\"rMv3jmdZ9ocx\">\n<div class=\"brz-video-content\" data-loop=\"false\" data-muted=\"false\" data-autoplay=\"off\">\n<div class=\"video-wrapper brz-image-fix-16-9\">\n<div class=\"brz-video-data brz-hidden\" data-src=\"https:\/\/www.youtube.com\/embed\/_f1k58Hyy1c?autoplay=0&amp;controls=1&amp;start=0&amp;end=0&amp;modestbranding=0&amp;wmode=transparent&amp;enablejsapi=1&amp;loop=0&amp;rel=0&amp;mute=0\" data-population=\"\" data-controls=\"true\" data-branding=\"true\" data-intro=\"true\" data-start=\"0\" data-end=\"0\" data-loop=\"false\" data-autoplay=\"off\"><\/div>\n<p><iframe loading=\"lazy\" allowfullscreen=\"\" class=\"intrinsic-ignore brz-iframe\" src=\"https:\/\/www.youtube.com\/embed\/_f1k58Hyy1c?autoplay=0&amp;controls=1&amp;start=0&amp;end=0&amp;modestbranding=0&amp;wmode=transparent&amp;enablejsapi=1&amp;loop=0&amp;rel=0&amp;mute=0\" title=\"video\"><\/iframe><\/div>\n<\/div>\n<\/div>\n<\/div>\n<\/div>\n<\/div>\n<\/div>\n<\/div>\n<\/div>\n<\/div>\n<\/section>\n<section id=\"dbb8def04a5338f85571_iWoIQRmwAl3k\" class=\"brz-section brz-css-4557o8\">\n<div class=\"brz-section__content brz-section--boxed brz-css-iewvks brz-css-1wqr676\" data-brz-custom-id=\"y5pXakJsHsTY\">\n<div class=\"brz-bg\">\n<div class=\"brz-bg-color\"><\/div>\n<\/div>\n<div class=\"brz-container brz-css-1ajlxyy\">\n<div class=\"brz-row__container brz-css-91xslw\" data-brz-custom-id=\"lgwzsRe6am6T\">\n<div class=\"brz-bg\"><\/div>\n<div class=\"brz-row brz-css-1wunde5 brz-css-123mh3x\">\n<div class=\"brz-columns brz-css-op8nrk\" data-brz-custom-id=\"wC5yPGRGPh4s\">\n<div class=\"brz-bg\"><\/div>\n<div class=\"brz-column__items brz-css-67r6oa\">\n<div id=\"\" class=\"brz-css-1jgdtev brz-wrapper\">\n<div class=\"brz-rich-text brz-rich-text__custom brz-css-1pfa6jb\" data-brz-custom-id=\"aM5FGMuvFp98\">\n<div data-brz-translate-text=\"1\">\n<p class=\"brz-tp-lg-subtitle brz-fsft-lg-0 brz-fwdth-lg-100 brz-vfw-lg-400 brz-lh-lg-1 brz-ls-lg-0 brz-fw-lg-400 brz-fss-lg-px brz-fs-lg-18 brz-ft-adobe brz-ff-fields brz-css-k2zNE\" data-generated-css=\"brz-css-h6WYX\" data-uniq-id=\"saJxQ\"><strong class=\"brz-cp-color3\" style=\"color: rgb(15, 119, 196);\">Desmos &#8211; Types of Sequence<\/strong><\/p>\n<\/div>\n<\/div>\n<\/div>\n<div id=\"\" class=\"brz-css-1jgdtev brz-css-dqymki brz-wrapper\">\n<div class=\"brz-image brz-css-1peqvd6\" data-brz-custom-id=\"sIPLZcQdgFew\"><a class=\"brz-a\" href=\"https:\/\/teacher.desmos.com\/activitybuilder\/custom\/58c8ed403df2d50f79bfd732\" target=\"_blank\" rel=\"noopener\" data-brz-link-type=\"external\"><picture class=\"brz-picture brz-d-block brz-p-relative brz-css-ry9kr0 brz-css-vhi7ff\"><source srcset=\"https:\/\/ibmaths.com\/wp-content\/uploads\/2025\/02\/desmos.png 1x, https:\/\/ibmaths.com\/wp-content\/uploads\/2025\/02\/desmos.png 2x\" media=\"(min-width: 992px)\"><source srcset=\"https:\/\/ibmaths.com\/wp-content\/uploads\/2025\/02\/desmos.png 1x, https:\/\/ibmaths.com\/wp-content\/uploads\/2025\/02\/desmos.png 2x\" media=\"(min-width: 768px)\"><img decoding=\"async\" class=\"brz-img\" srcset=\"https:\/\/ibmaths.com\/wp-content\/uploads\/2025\/02\/desmos.png 1x, https:\/\/ibmaths.com\/wp-content\/uploads\/2025\/02\/desmos.png 2x\" src=\"https:\/\/ibmaths.com\/wp-content\/uploads\/2025\/02\/desmos.png\" alt=\"\" draggable=\"false\" loading=\"lazy\"><\/picture><\/a><\/div>\n<\/div>\n<div id=\"\" class=\"brz-css-1jgdtev brz-wrapper\">\n<div class=\"brz-rich-text brz-rich-text__custom brz-css-1pfa6jb\" data-brz-custom-id=\"wJVFUMm66qeE\">\n<div data-brz-translate-text=\"1\">\n<p class=\"brz-tp-lg-paragraph brz-css-wGfxW\" data-generated-css=\"brz-css-auYa8\" data-uniq-id=\"znx3R\"><span class=\"brz-cp-color7\" style=\"color: rgb(91, 96, 103);\">Arithmetic, geometric or other by Becky Hall.<\/span><\/p>\n<\/div>\n<\/div>\n<\/div>\n<\/div>\n<\/div>\n<div class=\"brz-columns brz-css-op8nrk\" data-brz-custom-id=\"xrdIyhAn9PFb\">\n<div class=\"brz-bg\"><\/div>\n<div class=\"brz-column__items brz-css-67r6oa\">\n<div id=\"\" class=\"brz-css-1jgdtev brz-wrapper\">\n<div class=\"brz-rich-text brz-rich-text__custom brz-css-1pfa6jb\" data-brz-custom-id=\"yiXoi4kFOSHk\">\n<div data-brz-translate-text=\"1\">\n<p class=\"brz-tp-lg-subtitle brz-css-huW7n\" data-generated-css=\"brz-css-i3MQN\" data-uniq-id=\"hyTqV\"><strong class=\"brz-cp-color3\" style=\"color: rgb(15, 119, 196);\">Infinite geometric series<\/strong><\/p>\n<\/div>\n<\/div>\n<\/div>\n<div id=\"\" class=\"brz-css-1jgdtev brz-css-1gdtt24 brz-wrapper\">\n<div class=\"brz-image brz-css-14oqula\" data-brz-custom-id=\"dSOVv4y5rV4m\"><a class=\"brz-a\" href=\"https:\/\/teacher.desmos.com\/activitybuilder\/custom\/58c5f0da348d1905ef658496\" target=\"_blank\" rel=\"noopener\" data-brz-link-type=\"external\"><picture class=\"brz-picture brz-d-block brz-p-relative brz-css-1r8qz9y brz-css-1xbu6yb\"><source srcset=\"https:\/\/ibmaths.com\/wp-content\/uploads\/2025\/02\/desmos.png 1x, https:\/\/ibmaths.com\/wp-content\/uploads\/2025\/02\/desmos.png 2x\" media=\"(min-width: 992px)\"><source srcset=\"https:\/\/ibmaths.com\/wp-content\/uploads\/2025\/02\/desmos.png 1x, https:\/\/ibmaths.com\/wp-content\/uploads\/2025\/02\/desmos.png 2x\" media=\"(min-width: 768px)\"><img decoding=\"async\" class=\"brz-img\" srcset=\"https:\/\/ibmaths.com\/wp-content\/uploads\/2025\/02\/desmos.png 1x, https:\/\/ibmaths.com\/wp-content\/uploads\/2025\/02\/desmos.png 2x\" src=\"https:\/\/ibmaths.com\/wp-content\/uploads\/2025\/02\/desmos.png\" alt=\"\" draggable=\"false\" loading=\"lazy\"><\/picture><\/a><\/div>\n<\/div>\n<div id=\"\" class=\"brz-css-1jgdtev brz-wrapper\">\n<div class=\"brz-rich-text brz-rich-text__custom brz-css-1pfa6jb\" data-brz-custom-id=\"efH5JpXTgQv9\">\n<div data-brz-translate-text=\"1\">\n<p class=\"brz-tp-lg-paragraph brz-css-haT1_\" data-generated-css=\"brz-css-vrvxO\" data-uniq-id=\"fBisd\"><span class=\"brz-cp-color7\" style=\"color: rgb(91, 96, 103);\">Arithmetic sequences by Becky Hall.<\/span><\/p>\n<\/div>\n<\/div>\n<\/div>\n<\/div>\n<\/div>\n<\/div>\n<\/div>\n<\/div>\n<\/div>\n<\/section>\n<section id=\"6420792681deb30e27ad_c9xlHnQla0N_\" class=\"brz-section brz-css-4557o8\">\n<div class=\"brz-section__content brz-section--boxed brz-css-iewvks brz-css-1qnuplv\" data-brz-custom-id=\"mHaF7iidXDFV\">\n<div class=\"brz-bg\">\n<div class=\"brz-bg-color\"><\/div>\n<\/div>\n<div class=\"brz-container brz-css-1ajlxyy\">\n<div id=\"\" class=\"brz-css-1jgdtev brz-wrapper\">\n<div class=\"brz-rich-text brz-rich-text__custom brz-css-1pfa6jb\" data-brz-custom-id=\"tSGqeg1Ot_Pu\">\n<div data-brz-translate-text=\"1\">\n<h4 class=\"brz-tp-lg-heading4 brz-css-qyI_A\" data-uniq-id=\"gdnCy\" data-generated-css=\"brz-css-wk5t_\"><span class=\"brz-cp-color5\" style=\"color: rgba(var(--brz-global-color5),1);\">Binomial Expansions<\/span><\/h4>\n<\/div>\n<\/div>\n<\/div>\n<\/div>\n<\/div>\n<\/section>\n<section id=\"9b77cd96b26cacbe9e03_irXf77fOGoUQ\" class=\"brz-section brz-css-4557o8\">\n<div class=\"brz-section__content brz-section--boxed brz-css-iewvks brz-css-1u1gjxw\" data-brz-custom-id=\"pro_pd4E6e8h\">\n<div class=\"brz-bg\">\n<div class=\"brz-bg-color\"><\/div>\n<\/div>\n<div class=\"brz-container brz-css-1ajlxyy\">\n<div class=\"brz-row__container brz-css-91xslw\" data-brz-custom-id=\"h0AgBT5JTzln\">\n<div class=\"brz-bg\"><\/div>\n<div class=\"brz-row brz-css-1wunde5 brz-css-123mh3x\">\n<div class=\"brz-columns brz-css-op8nrk\" data-brz-custom-id=\"yW8mhNmyPAT4\">\n<div class=\"brz-bg\"><\/div>\n<div class=\"brz-column__items brz-css-67r6oa\">\n<div id=\"\" class=\"brz-css-1jgdtev brz-wrapper\">\n<div class=\"brz-rich-text brz-rich-text__custom brz-css-1pfa6jb\" data-brz-custom-id=\"hUvM4G5uS3Lw\">\n<div data-brz-translate-text=\"1\">\n<p class=\"brz-tp-lg-subtitle brz-fsft-lg-0 brz-fwdth-lg-100 brz-vfw-lg-400 brz-lh-lg-1 brz-ls-lg-0 brz-fw-lg-400 brz-fss-lg-px brz-fs-lg-18 brz-ft-adobe brz-ff-fields brz-css-lsjvx\" data-generated-css=\"brz-css-utKY4\" data-uniq-id=\"bmDsw\"><strong class=\"brz-cp-color3\" style=\"color: rgb(15, 119, 196);\">Pascals Triangle<\/strong><\/p>\n<\/div>\n<\/div>\n<\/div>\n<div id=\"\" class=\"brz-css-1jgdtev brz-wrapper\">\n<div class=\"brz-video brz-youtube-video brz-video-on-controls-hidden brz-css-q1krkm\" data-brz-custom-id=\"dTv7GP89iPMO\">\n<div class=\"brz-video-content\" data-loop=\"false\" data-muted=\"false\" data-autoplay=\"off\">\n<div class=\"video-wrapper brz-image-fix-16-9\">\n<div class=\"brz-video-data brz-hidden\" data-src=\"https:\/\/www.youtube.com\/embed\/Y1Ps7HwextE?autoplay=0&amp;controls=1&amp;start=0&amp;end=0&amp;modestbranding=0&amp;wmode=transparent&amp;enablejsapi=1&amp;loop=0&amp;rel=0&amp;mute=0\" data-population=\"\" data-controls=\"true\" data-branding=\"true\" data-intro=\"true\" data-start=\"0\" data-end=\"0\" data-loop=\"false\" data-autoplay=\"off\"><\/div>\n<p><iframe loading=\"lazy\" allowfullscreen=\"\" class=\"intrinsic-ignore brz-iframe\" src=\"https:\/\/www.youtube.com\/embed\/Y1Ps7HwextE?autoplay=0&amp;controls=1&amp;start=0&amp;end=0&amp;modestbranding=0&amp;wmode=transparent&amp;enablejsapi=1&amp;loop=0&amp;rel=0&amp;mute=0\" title=\"video\"><\/iframe><\/div>\n<\/div>\n<\/div>\n<\/div>\n<\/div>\n<\/div>\n<div class=\"brz-columns brz-css-op8nrk\" data-brz-custom-id=\"stRChwKtThFo\">\n<div class=\"brz-bg\"><\/div>\n<div class=\"brz-column__items brz-css-67r6oa\">\n<div id=\"\" class=\"brz-css-1jgdtev brz-wrapper\">\n<div class=\"brz-rich-text brz-rich-text__custom brz-css-1pfa6jb\" data-brz-custom-id=\"vWJzYOtmBm1U\">\n<div data-brz-translate-text=\"1\">\n<p class=\"brz-tp-lg-subtitle brz-css-lJaIC\" data-generated-css=\"brz-css-hmubk\" data-uniq-id=\"ms1PS\"><strong class=\"brz-cp-color3\" style=\"color: rgb(15, 119, 196);\">Binomial Expansion<\/strong><\/p>\n<\/div>\n<\/div>\n<\/div>\n<div id=\"\" class=\"brz-css-1jgdtev brz-wrapper\">\n<div class=\"brz-video brz-youtube-video brz-video-on-controls-hidden brz-css-q1krkm\" data-brz-custom-id=\"lTDdsvGkd1OB\">\n<div class=\"brz-video-content\" data-loop=\"false\" data-muted=\"false\" data-autoplay=\"off\">\n<div class=\"video-wrapper brz-image-fix-16-9\">\n<div class=\"brz-video-data brz-hidden\" data-src=\"https:\/\/www.youtube.com\/embed\/6hay4gEK-y8?autoplay=0&amp;controls=1&amp;start=0&amp;end=0&amp;modestbranding=0&amp;wmode=transparent&amp;enablejsapi=1&amp;loop=0&amp;rel=0&amp;mute=0\" data-population=\"\" data-controls=\"true\" data-branding=\"true\" data-intro=\"true\" data-start=\"0\" data-end=\"0\" data-loop=\"false\" data-autoplay=\"off\"><\/div>\n<p><iframe loading=\"lazy\" allowfullscreen=\"\" class=\"intrinsic-ignore brz-iframe\" src=\"https:\/\/www.youtube.com\/embed\/6hay4gEK-y8?autoplay=0&amp;controls=1&amp;start=0&amp;end=0&amp;modestbranding=0&amp;wmode=transparent&amp;enablejsapi=1&amp;loop=0&amp;rel=0&amp;mute=0\" title=\"video\"><\/iframe><\/div>\n<\/div>\n<\/div>\n<\/div>\n<\/div>\n<\/div>\n<\/div>\n<\/div>\n<\/div>\n<\/div>\n<\/section>\n<section id=\"a76ce49091da30f4e2f7_b0tEsgitXdLH\" class=\"brz-section brz-css-4557o8\">\n<div class=\"brz-section__content brz-section--boxed brz-css-iewvks brz-css-5uag8t\" data-brz-custom-id=\"yVHob3wFC1kq\">\n<div class=\"brz-bg\">\n<div class=\"brz-bg-color\"><\/div>\n<\/div>\n<div class=\"brz-container brz-css-1ajlxyy\">\n<div class=\"brz-row__container brz-css-91xslw\" data-brz-custom-id=\"aRsr9xRpPtpF\">\n<div class=\"brz-bg\"><\/div>\n<div class=\"brz-row brz-css-1wunde5 brz-css-123mh3x\">\n<div class=\"brz-columns brz-css-op8nrk\" data-brz-custom-id=\"x6_pFJt1cgbI\">\n<div class=\"brz-bg\"><\/div>\n<div class=\"brz-column__items brz-css-67r6oa\">\n<div id=\"\" class=\"brz-css-1jgdtev brz-wrapper\">\n<div class=\"brz-rich-text brz-rich-text__custom brz-css-1pfa6jb\" data-brz-custom-id=\"xH1ZyECK95ZU\">\n<div data-brz-translate-text=\"1\">\n<p class=\"brz-ff-fields brz-ft-adobe brz-fs-lg-18 brz-fss-lg-px brz-fw-lg-400 brz-ls-lg-0 brz-lh-lg-1 brz-vfw-lg-400 brz-fwdth-lg-100 brz-fsft-lg-0 brz-tp-lg-subtitle brz-css-ry_wm\" data-uniq-id=\"uhoCJ\" data-generated-css=\"brz-css-uGKUE\"><strong class=\"brz-cp-color3\" style=\"color: rgb(15, 119, 196);\">Finding a term of an expansion<\/strong><\/p>\n<\/div>\n<\/div>\n<\/div>\n<div id=\"\" class=\"brz-css-1jgdtev brz-wrapper\">\n<div class=\"brz-video brz-youtube-video brz-video-on-controls-hidden brz-css-q1krkm\" data-brz-custom-id=\"eXOKKHiviHtV\">\n<div class=\"brz-video-content\" data-loop=\"false\" data-muted=\"false\" data-autoplay=\"off\">\n<div class=\"video-wrapper brz-image-fix-16-9\">\n<div class=\"brz-video-data brz-hidden\" data-src=\"https:\/\/www.youtube.com\/embed\/qkkA8xkINVo?autoplay=0&amp;controls=1&amp;start=0&amp;end=0&amp;modestbranding=0&amp;wmode=transparent&amp;enablejsapi=1&amp;loop=0&amp;rel=0&amp;mute=0\" data-population=\"\" data-controls=\"true\" data-branding=\"true\" data-intro=\"true\" data-start=\"0\" data-end=\"0\" data-loop=\"false\" data-autoplay=\"off\"><\/div>\n<p><iframe loading=\"lazy\" allowfullscreen=\"\" class=\"intrinsic-ignore brz-iframe\" src=\"https:\/\/www.youtube.com\/embed\/qkkA8xkINVo?autoplay=0&amp;controls=1&amp;start=0&amp;end=0&amp;modestbranding=0&amp;wmode=transparent&amp;enablejsapi=1&amp;loop=0&amp;rel=0&amp;mute=0\" title=\"video\"><\/iframe><\/div>\n<\/div>\n<\/div>\n<\/div>\n<\/div>\n<\/div>\n<div class=\"brz-columns brz-css-op8nrk\" data-brz-custom-id=\"uqDuZjSUxSLu\">\n<div class=\"brz-bg\"><\/div>\n<div class=\"brz-column__items brz-css-67r6oa\">\n<div id=\"\" class=\"brz-css-1jgdtev brz-wrapper\">\n<div class=\"brz-rich-text brz-rich-text__custom brz-css-1pfa6jb\" data-brz-custom-id=\"lkon1XyKtQKu\">\n<div data-brz-translate-text=\"1\">\n<p class=\"brz-tp-lg-subtitle brz-css-ons1V\" data-uniq-id=\"aAcAg\" data-generated-css=\"brz-css-cQLm1\"><strong class=\"brz-cp-color3\" style=\"color: rgb(15, 119, 196);\">SL Question<\/strong><\/p>\n<\/div>\n<\/div>\n<\/div>\n<div id=\"\" class=\"brz-css-1jgdtev brz-wrapper\">\n<div class=\"brz-video brz-youtube-video brz-video-on-controls-hidden brz-css-q1krkm\" data-brz-custom-id=\"l8ExQv3GFDSx\">\n<div class=\"brz-video-content\" data-loop=\"false\" data-muted=\"false\" data-autoplay=\"off\">\n<div class=\"video-wrapper brz-image-fix-16-9\">\n<div class=\"brz-video-data brz-hidden\" data-src=\"https:\/\/www.youtube.com\/embed\/Pl5BGmxQYvs?autoplay=0&amp;controls=1&amp;start=0&amp;end=0&amp;modestbranding=0&amp;wmode=transparent&amp;enablejsapi=1&amp;loop=0&amp;rel=0&amp;mute=0\" data-population=\"\" data-controls=\"true\" data-branding=\"true\" data-intro=\"true\" data-start=\"0\" data-end=\"0\" data-loop=\"false\" data-autoplay=\"off\"><\/div>\n<p><iframe loading=\"lazy\" allowfullscreen=\"\" class=\"intrinsic-ignore brz-iframe\" src=\"https:\/\/www.youtube.com\/embed\/Pl5BGmxQYvs?autoplay=0&amp;controls=1&amp;start=0&amp;end=0&amp;modestbranding=0&amp;wmode=transparent&amp;enablejsapi=1&amp;loop=0&amp;rel=0&amp;mute=0\" title=\"video\"><\/iframe><\/div>\n<\/div>\n<\/div>\n<\/div>\n<\/div>\n<\/div>\n<\/div>\n<\/div>\n<\/div>\n<\/div>\n<\/section>\n<section id=\"279185078e2a24f9f6bc_u7Ud1Vl7Bptt\" class=\"brz-section brz-css-4557o8\">\n<div class=\"brz-section__content brz-section--boxed brz-css-iewvks brz-css-s2hton\" data-brz-custom-id=\"o2ritoeZDR21\">\n<div class=\"brz-bg\">\n<div class=\"brz-bg-color\"><\/div>\n<\/div>\n<div class=\"brz-container brz-css-1ajlxyy\">\n<div class=\"brz-row__container brz-css-91xslw\" data-brz-custom-id=\"nwfMKxh8aOKH\">\n<div class=\"brz-bg\"><\/div>\n<div class=\"brz-row brz-css-1wunde5 brz-css-123mh3x\">\n<div class=\"brz-columns brz-css-op8nrk\" data-brz-custom-id=\"a9_J2bZ6t1BG\">\n<div class=\"brz-bg\"><\/div>\n<div class=\"brz-column__items brz-css-67r6oa\">\n<div id=\"\" class=\"brz-css-1jgdtev brz-wrapper\">\n<div class=\"brz-rich-text brz-rich-text__custom brz-css-1pfa6jb\" data-brz-custom-id=\"wXO3CTmehh9n\">\n<div data-brz-translate-text=\"1\">\n<p class=\"brz-tp-lg-subtitle brz-fsft-lg-0 brz-fwdth-lg-100 brz-vfw-lg-400 brz-lh-lg-1 brz-ls-lg-0 brz-fw-lg-400 brz-fss-lg-px brz-fs-lg-18 brz-ft-adobe brz-ff-fields brz-css-vQu5R\" data-generated-css=\"brz-css-sIoTj\" data-uniq-id=\"q9aCQ\"><strong class=\"brz-cp-color3\" style=\"color: rgb(15, 119, 196);\">SL Expansion Challenging<\/strong><\/p>\n<\/div>\n<\/div>\n<\/div>\n<div id=\"\" class=\"brz-css-1jgdtev brz-wrapper\">\n<div class=\"brz-video brz-youtube-video brz-video-on-controls-hidden brz-css-q1krkm\" data-brz-custom-id=\"fhaLdyaxMXqZ\">\n<div class=\"brz-video-content\" data-loop=\"false\" data-muted=\"false\" data-autoplay=\"off\">\n<div class=\"video-wrapper brz-image-fix-16-9\">\n<div class=\"brz-video-data brz-hidden\" data-src=\"https:\/\/www.youtube.com\/embed\/HugZvjtv4Io?autoplay=0&amp;controls=1&amp;start=0&amp;end=0&amp;modestbranding=0&amp;wmode=transparent&amp;enablejsapi=1&amp;loop=0&amp;rel=0&amp;mute=0\" data-population=\"\" data-controls=\"true\" data-branding=\"true\" data-intro=\"true\" data-start=\"0\" data-end=\"0\" data-loop=\"false\" data-autoplay=\"off\"><\/div>\n<p><iframe loading=\"lazy\" allowfullscreen=\"\" class=\"intrinsic-ignore brz-iframe\" src=\"https:\/\/www.youtube.com\/embed\/HugZvjtv4Io?autoplay=0&amp;controls=1&amp;start=0&amp;end=0&amp;modestbranding=0&amp;wmode=transparent&amp;enablejsapi=1&amp;loop=0&amp;rel=0&amp;mute=0\" title=\"video\"><\/iframe><\/div>\n<\/div>\n<\/div>\n<\/div>\n<\/div>\n<\/div>\n<div class=\"brz-columns brz-css-op8nrk\" data-brz-custom-id=\"q0KDCYujQIKD\">\n<div class=\"brz-bg\"><\/div>\n<div class=\"brz-column__items brz-css-67r6oa\">\n<div id=\"\" class=\"brz-css-1jgdtev brz-wrapper\">\n<div class=\"brz-rich-text brz-rich-text__custom brz-css-1pfa6jb\" data-brz-custom-id=\"homq_ZKNq_pq\">\n<div data-brz-translate-text=\"1\">\n<p class=\"brz-tp-lg-subtitle brz-css-p7wOO\" data-uniq-id=\"aAcAg\" data-generated-css=\"brz-css-cQLm1\"><strong class=\"brz-cp-color3\" style=\"color: rgb(15, 119, 196);\">SL Question<\/strong><\/p>\n<\/div>\n<\/div>\n<\/div>\n<div id=\"\" class=\"brz-css-1jgdtev brz-wrapper\">\n<div class=\"brz-video brz-youtube-video brz-video-on-controls-hidden brz-css-q1krkm\" data-brz-custom-id=\"u3MKLJjNV4wy\">\n<div class=\"brz-video-content\" data-loop=\"false\" data-muted=\"false\" data-autoplay=\"off\">\n<div class=\"video-wrapper brz-image-fix-16-9\">\n<div class=\"brz-video-data brz-hidden\" data-src=\"https:\/\/www.youtube.com\/embed\/Pl5BGmxQYvs?autoplay=0&amp;controls=1&amp;start=0&amp;end=0&amp;modestbranding=0&amp;wmode=transparent&amp;enablejsapi=1&amp;loop=0&amp;rel=0&amp;mute=0\" data-population=\"\" data-controls=\"true\" data-branding=\"true\" data-intro=\"true\" data-start=\"0\" data-end=\"0\" data-loop=\"false\" data-autoplay=\"off\"><\/div>\n<p><iframe loading=\"lazy\" allowfullscreen=\"\" class=\"intrinsic-ignore brz-iframe\" src=\"https:\/\/www.youtube.com\/embed\/Pl5BGmxQYvs?autoplay=0&amp;controls=1&amp;start=0&amp;end=0&amp;modestbranding=0&amp;wmode=transparent&amp;enablejsapi=1&amp;loop=0&amp;rel=0&amp;mute=0\" title=\"video\"><\/iframe><\/div>\n<\/div>\n<\/div>\n<\/div>\n<\/div>\n<\/div>\n<\/div>\n<\/div>\n<\/div>\n<\/div>\n<\/section>\n<\/div>\n<p>    <!-- version:1740127246 --><\/p>\n","protected":false},"excerpt":{"rendered":"<p>01 AA SL &#8211; Algebra and Number Table of Contents Basic Quadratics Factorising 1 Factorising 2 Factorising 3 Factorising 4 Solving Factorised Equations Using a GDC (Casio) Desmos &#8211; Solving Factorised Equations Solving quadratic equations by Becky Hall Using a<\/p>\n","protected":false},"author":1,"featured_media":0,"parent":16073,"menu_order":0,"comment_status":"closed","ping_status":"closed","template":"brizy-blank-template.php","meta":{"footnotes":""},"class_list":["post-16253","page","type-page","status-publish","hentry"],"yoast_head":"<!-- This site is optimized with the Yoast SEO plugin v19.10 - https:\/\/yoast.com\/wordpress\/plugins\/seo\/ -->\n<title>SLAA1 - ibmaths<\/title>\n<meta name=\"robots\" content=\"index, follow, max-snippet:-1, max-image-preview:large, max-video-preview:-1\" \/>\n<link rel=\"canonical\" href=\"https:\/\/ibmaths.com\/ibaasl\/hlaa1\/\" \/>\n<meta property=\"og:locale\" content=\"en_US\" \/>\n<meta property=\"og:type\" content=\"article\" \/>\n<meta property=\"og:title\" content=\"SLAA1 - ibmaths\" \/>\n<meta property=\"og:description\" content=\"01 AA SL 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