{"id":16001,"date":"2024-12-25T17:22:59","date_gmt":"2024-12-25T17:22:59","guid":{"rendered":"https:\/\/ibmaths.com\/?page_id=16001"},"modified":"2025-02-20T17:45:36","modified_gmt":"2025-02-20T16:45:36","slug":"hlaa10","status":"publish","type":"page","link":"https:\/\/ibmaths.com\/ibaahl\/hlaa10\/","title":{"rendered":"HLAA10"},"content":{"rendered":"<div class=\"brz-root__container brz-reset-all brz brz-root__container-page\">\n<section id=\"de5281400d13e23e8053_ippg877R0uYT\" class=\"brz-section brz-css-5q11u4\">\n<div class=\"brz-section__content brz-section--boxed brz-css-19dk9w1 brz-css-14fgbe7\" data-brz-custom-id=\"pmcXdAcXPwzz\">\n<div class=\"brz-bg\">\n<div class=\"brz-bg-color\"><\/div>\n<\/div>\n<div class=\"brz-container brz-css-mb6njx\">\n<div id=\"\" class=\"brz-css-hz20bd brz-wrapper\">\n<div class=\"brz-rich-text brz-rich-text__custom brz-css-6b0vhl\" data-brz-custom-id=\"c13cAxDUqZCK\">\n<div data-brz-translate-text=\"1\">\n<p class=\"brz-tp-lg-abovetitle brz-vfw-lg-400 brz-fwdth-lg-100 brz-fsft-lg-0 brz-ff-fields brz-ft-adobe brz-fs-lg-46 brz-fss-lg-px brz-fw-lg-400 brz-ls-lg-1 brz-lh-lg-1_5 brz-text-lg-justify brz-css-tbC1A\" data-uniq-id=\"uGjZX\" data-generated-css=\"brz-css-zIilh\"><span class=\"brz-cp-color3 brz-bold-true\">10 AA HL &#8211; Further Calculus<\/span><\/p>\n<\/div>\n<\/div>\n<\/div>\n<div id=\"\" class=\"brz-css-hz20bd 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-eim74x brz-css-fwljeg\">\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=\"a4573fad06a943e596bc_iW3rf153OlAj\" class=\"brz-section brz-css-5q11u4\">\n<div class=\"brz-section__content brz-section--boxed brz-css-19dk9w1 brz-css-1va7m2m\" data-brz-custom-id=\"ydvtzuzC92Nu\">\n<div class=\"brz-bg\">\n<div class=\"brz-bg-color\"><\/div>\n<\/div>\n<div class=\"brz-container brz-css-mb6njx\">\n<div id=\"\" class=\"brz-css-hz20bd brz-wrapper\">\n<div class=\"brz-rich-text brz-rich-text__custom brz-css-6b0vhl\" data-brz-custom-id=\"yFTcBNqwfOLo\">\n<div data-brz-translate-text=\"1\">\n<h4 class=\"brz-tp-lg-heading4 brz-css-t5s7J\" data-uniq-id=\"rk7Xz\" data-generated-css=\"brz-css-q7tcD\"><span class=\"brz-cp-color5\">Maclaurins Series<\/span><\/h4>\n<\/div>\n<\/div>\n<\/div>\n<\/div>\n<\/div>\n<\/section>\n<section id=\"a162fc06d275d6c6f997_bN7lLt1phwSi\" class=\"brz-section brz-css-5q11u4\">\n<div class=\"brz-section__content brz-section--boxed brz-css-19dk9w1 brz-css-1iwfcjy\" data-brz-custom-id=\"eI2gMuPLT5QV\">\n<div class=\"brz-bg\">\n<div class=\"brz-bg-color\"><\/div>\n<\/div>\n<div class=\"brz-container brz-css-mb6njx\">\n<div class=\"brz-row__container brz-css-zjiuoq\" data-brz-custom-id=\"h72unvHzEhQY\">\n<div class=\"brz-bg\"><\/div>\n<div class=\"brz-row brz-css-1f3dvty brz-css-yokssf\">\n<div class=\"brz-columns brz-css-p3yj1\" data-brz-custom-id=\"qGS_0dvzFMlz\">\n<div class=\"brz-bg\"><\/div>\n<div class=\"brz-column__items brz-css-10lzxau\">\n<div id=\"\" class=\"brz-css-hz20bd brz-wrapper\">\n<div class=\"brz-rich-text brz-rich-text__custom brz-css-6b0vhl\" data-brz-custom-id=\"tzy9kFS_rqhj\">\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-ctmu8\" data-generated-css=\"brz-css-fub19\" data-uniq-id=\"d59L4\"><span class=\"brz-cp-color3\">Expansions<\/span><\/p>\n<\/div>\n<\/div>\n<\/div>\n<div id=\"\" class=\"brz-css-hz20bd brz-wrapper\">\n<div class=\"brz-video brz-youtube-video brz-video-on-controls-hidden brz-css-2tggdd\" data-brz-custom-id=\"nBxaZtiJNzvK\">\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\/2mfCKMSZrnQ?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<\/div>\n<\/div>\n<\/div>\n<\/div>\n<\/div>\n<\/div>\n<div class=\"brz-columns brz-css-p3yj1\" data-brz-custom-id=\"q2gdpNcu7K4x\">\n<div class=\"brz-bg\"><\/div>\n<div class=\"brz-column__items brz-css-10lzxau\">\n<div id=\"\" class=\"brz-css-hz20bd brz-wrapper\">\n<div class=\"brz-rich-text brz-rich-text__custom brz-css-6b0vhl\" data-brz-custom-id=\"k12OD_laOdaN\">\n<div data-brz-translate-text=\"1\">\n<p class=\"brz-tp-lg-subtitle brz-css-qLybx\" data-uniq-id=\"zGK3l\" data-generated-css=\"brz-css-b5HvG\"><span class=\"brz-cp-color3\">Limits<\/span><\/p>\n<\/div>\n<\/div>\n<\/div>\n<div id=\"\" class=\"brz-css-hz20bd brz-wrapper\">\n<div class=\"brz-video brz-youtube-video brz-video-on-controls-hidden brz-css-2tggdd\" data-brz-custom-id=\"x1reNVhrLLQU\">\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\/fa5E3EP0lR8?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<\/div>\n<\/div>\n<\/div>\n<\/div>\n<\/div>\n<\/div>\n<\/div>\n<\/div>\n<\/div>\n<\/div>\n<\/section>\n<section id=\"8d0c30b9a779eae5d7d7_k6m_rijHXKpt\" class=\"brz-section brz-css-5q11u4\">\n<div class=\"brz-section__content brz-section--boxed brz-css-19dk9w1 brz-css-j5qsm5\" data-brz-custom-id=\"oTvRNJqZWCG7\">\n<div class=\"brz-bg\">\n<div class=\"brz-bg-color\"><\/div>\n<\/div>\n<div class=\"brz-container brz-css-mb6njx\">\n<div class=\"brz-row__container brz-css-zjiuoq\" data-brz-custom-id=\"k5snLqvYdWX8\">\n<div class=\"brz-bg\"><\/div>\n<div class=\"brz-row brz-css-1f3dvty brz-css-yokssf\">\n<div class=\"brz-columns brz-css-p3yj1\" data-brz-custom-id=\"k1e4Bv7FUdjU\">\n<div class=\"brz-bg\"><\/div>\n<div class=\"brz-column__items brz-css-10lzxau\">\n<div id=\"\" class=\"brz-css-hz20bd brz-wrapper\">\n<div class=\"brz-rich-text brz-rich-text__custom brz-css-6b0vhl\" data-brz-custom-id=\"p0io7YxvvKgW\">\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-rqmJm\" data-uniq-id=\"g6ZgC\" data-generated-css=\"brz-css-aDgT7\"><span class=\"brz-cp-color3\">Integration<\/span><\/p>\n<\/div>\n<\/div>\n<\/div>\n<div id=\"\" class=\"brz-css-hz20bd brz-wrapper\">\n<div class=\"brz-video brz-youtube-video brz-video-on-controls-hidden brz-css-2tggdd\" data-brz-custom-id=\"xutSgeTbycZc\">\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\/DxjeMX8TFeY?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<\/div>\n<\/div>\n<\/div>\n<\/div>\n<\/div>\n<\/div>\n<div class=\"brz-columns brz-css-p3yj1\" data-brz-custom-id=\"mAp6T0syyvbi\">\n<div class=\"brz-bg\"><\/div>\n<div class=\"brz-column__items brz-css-10lzxau\">\n<div id=\"\" class=\"brz-css-hz20bd brz-wrapper\">\n<div class=\"brz-rich-text brz-rich-text__custom brz-css-6b0vhl\" data-brz-custom-id=\"cYdZlwNgdu50\">\n<div data-brz-translate-text=\"1\">\n<p class=\"brz-tp-lg-subtitle brz-css-icXWG\" data-uniq-id=\"zGK3l\" data-generated-css=\"brz-css-b5HvG\"><span class=\"brz-cp-color3\">Limits<\/span><\/p>\n<\/div>\n<\/div>\n<\/div>\n<div id=\"\" class=\"brz-css-hz20bd brz-wrapper\">\n<div class=\"brz-video brz-youtube-video brz-video-on-controls-hidden brz-css-2tggdd\" data-brz-custom-id=\"s5GxPhXKAIEd\">\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\/fa5E3EP0lR8?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<\/div>\n<\/div>\n<\/div>\n<\/div>\n<\/div>\n<\/div>\n<\/div>\n<\/div>\n<\/div>\n<\/div>\n<\/section>\n<section id=\"55050fce8fdc1f6806e6_e31wH_R6OtMn\" class=\"brz-section brz-css-5q11u4\">\n<div class=\"brz-section__content brz-section--boxed brz-css-19dk9w1 brz-css-t5kcyy\" data-brz-custom-id=\"zNlEW_lCM2oH\">\n<div class=\"brz-bg\">\n<div class=\"brz-bg-color\"><\/div>\n<\/div>\n<div class=\"brz-container brz-css-mb6njx\">\n<div id=\"\" class=\"brz-css-hz20bd brz-wrapper\">\n<div class=\"brz-rich-text brz-rich-text__custom brz-css-6b0vhl\" data-brz-custom-id=\"yhAkMAbQbh8a\">\n<div data-brz-translate-text=\"1\">\n<h4 class=\"brz-tp-lg-heading4 brz-css-mhStW\" data-uniq-id=\"cF9Qn\" data-generated-css=\"brz-css-vi17M\"><span class=\"brz-cp-color5\">L&#8217;Hopitals <\/span><\/h4>\n<\/div>\n<\/div>\n<\/div>\n<\/div>\n<\/div>\n<\/section>\n<section id=\"ae7d1f4dd0b4aca8b573_fIeGBqSRk8sG\" class=\"brz-section brz-css-5q11u4\">\n<div class=\"brz-section__content brz-section--boxed brz-css-19dk9w1 brz-css-1l8dnxj\" data-brz-custom-id=\"wq_OfuU1LGmk\">\n<div class=\"brz-bg\">\n<div class=\"brz-bg-color\"><\/div>\n<\/div>\n<div class=\"brz-container brz-css-mb6njx\">\n<div class=\"brz-row__container brz-css-zjiuoq\" data-brz-custom-id=\"l90WOeOf3zpl\">\n<div class=\"brz-bg\"><\/div>\n<div class=\"brz-row brz-css-1f3dvty brz-css-yokssf\">\n<div class=\"brz-columns brz-css-p3yj1\" data-brz-custom-id=\"aLW5J5_YbXc1\">\n<div class=\"brz-bg\"><\/div>\n<div class=\"brz-column__items brz-css-10lzxau\">\n<div id=\"\" class=\"brz-css-hz20bd brz-wrapper\">\n<div class=\"brz-rich-text brz-rich-text__custom brz-css-6b0vhl\" data-brz-custom-id=\"uvRs7h4Epwyw\">\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-vBJi6\" data-generated-css=\"brz-css-iY8K4\" data-uniq-id=\"al6KA\"><span class=\"brz-cp-color3\">L&#8217;Hopitals 1<\/span><\/p>\n<\/div>\n<\/div>\n<\/div>\n<div id=\"\" class=\"brz-css-hz20bd brz-wrapper\">\n<div class=\"brz-video brz-youtube-video brz-video-on-controls-hidden brz-css-2tggdd\" data-brz-custom-id=\"arp1CeuKReBU\">\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\/9T8eMvBrRkk?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<\/div>\n<\/div>\n<\/div>\n<\/div>\n<\/div>\n<\/div>\n<div class=\"brz-columns brz-css-p3yj1\" data-brz-custom-id=\"nRlZTiLtSIub\">\n<div class=\"brz-bg\"><\/div>\n<div class=\"brz-column__items brz-css-10lzxau\">\n<div id=\"\" class=\"brz-css-hz20bd brz-wrapper\">\n<div class=\"brz-rich-text brz-rich-text__custom brz-css-6b0vhl\" data-brz-custom-id=\"vVsozAI5kHvo\">\n<div data-brz-translate-text=\"1\">\n<p class=\"brz-tp-lg-subtitle brz-css-yeGYV\" data-generated-css=\"brz-css-pe8C6\" data-uniq-id=\"t8Cby\"><strong class=\"brz-cp-color3\">L&#8217;Hopitals 2<\/strong><\/p>\n<\/div>\n<\/div>\n<\/div>\n<div id=\"\" class=\"brz-css-hz20bd brz-wrapper\">\n<div class=\"brz-video brz-youtube-video brz-video-on-controls-hidden brz-css-2tggdd\" data-brz-custom-id=\"oUse4teG5zjl\">\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\/k9Tq9MG6ywY?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<\/div>\n<\/div>\n<\/div>\n<\/div>\n<\/div>\n<\/div>\n<\/div>\n<\/div>\n<\/div>\n<\/div>\n<\/section>\n<section id=\"e9e0d910366c0599d3e0_yvCnYZRzRvby\" class=\"brz-section brz-css-5q11u4\">\n<div class=\"brz-section__content brz-section--boxed brz-css-19dk9w1 brz-css-1ufhxyc\" data-brz-custom-id=\"aTIsiYMePEqR\">\n<div class=\"brz-bg\">\n<div class=\"brz-bg-color\"><\/div>\n<\/div>\n<div class=\"brz-container brz-css-mb6njx\">\n<div class=\"brz-row__container brz-css-zjiuoq\" data-brz-custom-id=\"z_h1jpJnDKCi\">\n<div class=\"brz-bg\"><\/div>\n<div class=\"brz-row brz-css-1f3dvty brz-css-yokssf\">\n<div class=\"brz-columns brz-css-p3yj1\" data-brz-custom-id=\"vq0hCtf1xSDA\">\n<div class=\"brz-bg\"><\/div>\n<div class=\"brz-column__items brz-css-10lzxau\">\n<div id=\"\" class=\"brz-css-hz20bd brz-wrapper\">\n<div class=\"brz-rich-text brz-rich-text__custom brz-css-6b0vhl\" data-brz-custom-id=\"rxc4UFRBvJov\">\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-hT41s\" data-uniq-id=\"oGwVJ\" data-generated-css=\"brz-css-lM4df\"><span class=\"brz-cp-color3\">L&#8217;Hopitals 3<\/span><\/p>\n<\/div>\n<\/div>\n<\/div>\n<div id=\"\" class=\"brz-css-hz20bd brz-wrapper\">\n<div class=\"brz-video brz-youtube-video brz-video-on-controls-hidden brz-css-2tggdd\" data-brz-custom-id=\"dCJopkTGg_9Z\">\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\/HA7dHaZaEos?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<\/div>\n<\/div>\n<\/div>\n<\/div>\n<\/div>\n<\/div>\n<div class=\"brz-columns brz-css-p3yj1\" data-brz-custom-id=\"dp2zOe95b8Sn\">\n<div class=\"brz-bg\"><\/div>\n<div class=\"brz-column__items brz-css-10lzxau\">\n<div id=\"\" class=\"brz-css-hz20bd brz-wrapper\">\n<div class=\"brz-rich-text brz-rich-text__custom brz-css-6b0vhl\" data-brz-custom-id=\"rVbs9OPkFpNf\">\n<div data-brz-translate-text=\"1\">\n<p class=\"brz-tp-lg-subtitle brz-css-nGUuY\" data-uniq-id=\"w2FgN\" data-generated-css=\"brz-css-k85Sh\"><strong class=\"brz-cp-color3\">L&#8217;Hopitals 4<\/strong><\/p>\n<\/div>\n<\/div>\n<\/div>\n<div id=\"\" class=\"brz-css-hz20bd brz-wrapper\">\n<div class=\"brz-video brz-youtube-video brz-video-on-controls-hidden brz-css-2tggdd\" data-brz-custom-id=\"svr4ans_19bo\">\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\/gBpQPE7UgXA?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<\/div>\n<\/div>\n<\/div>\n<\/div>\n<\/div>\n<\/div>\n<\/div>\n<\/div>\n<\/div>\n<\/div>\n<\/section>\n<section id=\"4d5ee7f1f434203a2a8a_pAVQMgQDn1JJ\" class=\"brz-section brz-css-5q11u4\">\n<div class=\"brz-section__content brz-section--boxed brz-css-19dk9w1 brz-css-2415ur\" data-brz-custom-id=\"y9rt2KLskpSV\">\n<div class=\"brz-bg\">\n<div class=\"brz-bg-color\"><\/div>\n<\/div>\n<div class=\"brz-container brz-css-mb6njx\">\n<div id=\"\" class=\"brz-css-hz20bd brz-wrapper\">\n<div class=\"brz-rich-text brz-rich-text__custom brz-css-6b0vhl\" data-brz-custom-id=\"heYH7YV24_Ks\">\n<div data-brz-translate-text=\"1\">\n<h4 class=\"brz-tp-lg-heading4 brz-css-sQ0tk\" data-uniq-id=\"ll9lU\" data-generated-css=\"brz-css-ob8Ap\"><span class=\"brz-cp-color5\">Differential Equations<\/span><\/h4>\n<\/div>\n<\/div>\n<\/div>\n<\/div>\n<\/div>\n<\/section>\n<section id=\"eb6887a8da24325f3f56_k2qL9Xb0Bfoi\" class=\"brz-section brz-css-5q11u4\">\n<div class=\"brz-section__content brz-section--boxed brz-css-19dk9w1 brz-css-3y4oze\" data-brz-custom-id=\"zgdfq8ucH9XU\">\n<div class=\"brz-bg\">\n<div class=\"brz-bg-color\"><\/div>\n<\/div>\n<div class=\"brz-container brz-css-mb6njx\">\n<div class=\"brz-row__container brz-css-zjiuoq\" data-brz-custom-id=\"wpabU2uovpkB\">\n<div class=\"brz-bg\"><\/div>\n<div class=\"brz-row brz-css-1f3dvty brz-css-yokssf\">\n<div class=\"brz-columns brz-css-p3yj1\" data-brz-custom-id=\"r11rlzEDS8XR\">\n<div class=\"brz-bg\"><\/div>\n<div class=\"brz-column__items brz-css-10lzxau\">\n<div id=\"\" class=\"brz-css-hz20bd brz-wrapper\">\n<div class=\"brz-rich-text brz-rich-text__custom brz-css-6b0vhl\" data-brz-custom-id=\"tkfJFvMFmVtp\">\n<div data-brz-translate-text=\"1\">\n<p data-uniq-id=\"lqH10\" data-generated-css=\"brz-css-gBQiH\" 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-oUxtt\"><span class=\"brz-cp-color3\">Vertical and Horizontal Lines<\/span><\/p>\n<\/div>\n<\/div>\n<\/div>\n<div id=\"\" class=\"brz-css-hz20bd brz-wrapper\">\n<div class=\"brz-video brz-youtube-video brz-video-on-controls-hidden brz-css-2tggdd\" data-brz-custom-id=\"eq3_TTX7ok6C\">\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-shortcode__placeholder\"><\/div>\n<\/div>\n<\/div>\n<\/div>\n<\/div>\n<\/div>\n<\/div>\n<div class=\"brz-columns brz-css-p3yj1\" data-brz-custom-id=\"rLNugPb51A4a\">\n<div class=\"brz-bg\"><\/div>\n<div class=\"brz-column__items brz-css-10lzxau\">\n<div id=\"\" class=\"brz-css-hz20bd brz-wrapper\">\n<div class=\"brz-rich-text brz-rich-text__custom brz-css-6b0vhl\" data-brz-custom-id=\"mf5tjaxl08DS\">\n<div data-brz-translate-text=\"1\">\n<p data-generated-css=\"brz-css-lihYW\" data-uniq-id=\"wAlFq\" class=\"brz-tp-lg-subtitle brz-css-fGUxU\"><span class=\"brz-cp-color3\">Plotting Diagonal Lines<\/span><\/p>\n<\/div>\n<\/div>\n<\/div>\n<div id=\"\" class=\"brz-css-hz20bd brz-wrapper\">\n<div class=\"brz-video brz-youtube-video brz-video-on-controls-hidden brz-css-2tggdd\" data-brz-custom-id=\"g_Prx4Gs3aXb\">\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-shortcode__placeholder\"><\/div>\n<\/div>\n<\/div>\n<\/div>\n<\/div>\n<\/div>\n<\/div>\n<\/div>\n<\/div>\n<\/div>\n<\/div>\n<\/section>\n<section id=\"abfa9c270e59f710f044_l3kIKUnfoz4I\" class=\"brz-section brz-css-5q11u4\">\n<div class=\"brz-section__content brz-section--boxed brz-css-19dk9w1 brz-css-16pid3l\" data-brz-custom-id=\"vHE_7ArRobbP\">\n<div class=\"brz-bg\">\n<div class=\"brz-bg-color\"><\/div>\n<\/div>\n<div class=\"brz-container brz-css-mb6njx\">\n<div id=\"\" class=\"brz-css-hz20bd brz-wrapper\">\n<div class=\"brz-rich-text brz-rich-text__custom brz-css-6b0vhl\" data-brz-custom-id=\"w8V_h9TuH8gO\">\n<div data-brz-translate-text=\"1\">\n<h4 class=\"brz-tp-lg-heading4 brz-css-siz4J\" data-uniq-id=\"a3NQo\" data-generated-css=\"brz-css-aeoU2\"><span class=\"brz-cp-color5\">Euler&#8217;s Method<\/span><\/h4>\n<\/div>\n<\/div>\n<\/div>\n<\/div>\n<\/div>\n<\/section>\n<section id=\"4526438d8e5059d11f56_pWn6XW8lh5Ei\" class=\"brz-section brz-css-5q11u4\">\n<div class=\"brz-section__content brz-section--boxed brz-css-19dk9w1 brz-css-1oe7nzf\" data-brz-custom-id=\"xS6L8PeY8FOb\">\n<div class=\"brz-bg\">\n<div class=\"brz-bg-color\"><\/div>\n<\/div>\n<div class=\"brz-container brz-css-mb6njx\">\n<div class=\"brz-row__container brz-css-zjiuoq\" data-brz-custom-id=\"oXpWWnflM2Pi\">\n<div class=\"brz-bg\"><\/div>\n<div class=\"brz-row brz-css-1f3dvty brz-css-yokssf\">\n<div class=\"brz-columns brz-css-p3yj1\" data-brz-custom-id=\"mOHJnv_Rfpw8\">\n<div class=\"brz-bg\"><\/div>\n<div class=\"brz-column__items brz-css-10lzxau\">\n<div id=\"\" class=\"brz-css-hz20bd brz-wrapper\">\n<div class=\"brz-rich-text brz-rich-text__custom brz-css-6b0vhl\" data-brz-custom-id=\"oH6C42JQYJbz\">\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-sbSAc\" data-generated-css=\"brz-css-iw6aA\" data-uniq-id=\"lVK3c\"><span class=\"brz-cp-color3\">Euler&#8217;s method 1<\/span><\/p>\n<\/div>\n<\/div>\n<\/div>\n<div id=\"\" class=\"brz-css-hz20bd brz-wrapper\">\n<div class=\"brz-video brz-youtube-video brz-video-on-controls-hidden brz-css-2tggdd\" data-brz-custom-id=\"hJRPgowIhXVy\">\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\/rr4zYZpibQc?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<\/div>\n<\/div>\n<\/div>\n<\/div>\n<\/div>\n<\/div>\n<div class=\"brz-columns brz-css-p3yj1\" data-brz-custom-id=\"lbfCRA51TYpd\">\n<div class=\"brz-bg\"><\/div>\n<div class=\"brz-column__items brz-css-10lzxau\">\n<div id=\"\" class=\"brz-css-hz20bd brz-wrapper\">\n<div class=\"brz-rich-text brz-rich-text__custom brz-css-6b0vhl\" data-brz-custom-id=\"f8AGATDXIO5W\">\n<div data-brz-translate-text=\"1\">\n<p class=\"brz-tp-lg-subtitle brz-css-wkzMg\" data-generated-css=\"brz-css-dfhGt\" data-uniq-id=\"kS3zM\"><strong class=\"brz-cp-color3\">Euler&#8217;s method 2<\/strong><\/p>\n<\/div>\n<\/div>\n<\/div>\n<div id=\"\" class=\"brz-css-hz20bd brz-wrapper\">\n<div class=\"brz-video brz-youtube-video brz-video-on-controls-hidden brz-css-2tggdd\" data-brz-custom-id=\"eBVtySl9quG9\">\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\/1G_Wfcjig8U?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<\/div>\n<\/div>\n<\/div>\n<\/div>\n<\/div>\n<\/div>\n<\/div>\n<\/div>\n<\/div>\n<\/div>\n<\/section>\n<section id=\"d6006a12e6c7f8b5c553_xFBwZq9CyM9_\" class=\"brz-section brz-css-5q11u4\">\n<div class=\"brz-section__content brz-section--boxed brz-css-19dk9w1 brz-css-ijizld\" data-brz-custom-id=\"zzroX8D3Ymqd\">\n<div class=\"brz-bg\">\n<div class=\"brz-bg-color\"><\/div>\n<\/div>\n<div class=\"brz-container brz-css-mb6njx\">\n<div id=\"\" class=\"brz-css-hz20bd brz-wrapper\">\n<div class=\"brz-rich-text brz-rich-text__custom brz-css-6b0vhl\" data-brz-custom-id=\"wlzP3liGjrQn\">\n<div data-brz-translate-text=\"1\">\n<h4 class=\"brz-tp-lg-heading4 brz-css-bJQV2\" data-uniq-id=\"regdk\" data-generated-css=\"brz-css-n7Pbh\"><span class=\"brz-cp-color5\">Homogeneous Equations<\/span><\/h4>\n<\/div>\n<\/div>\n<\/div>\n<\/div>\n<\/div>\n<\/section>\n<section id=\"e80ee24e9caca6e77329_wWswmvn_9aHa\" class=\"brz-section brz-css-5q11u4\">\n<div class=\"brz-section__content brz-section--boxed brz-css-19dk9w1 brz-css-n49288\" data-brz-custom-id=\"yQoCI3WN9OSl\">\n<div class=\"brz-bg\">\n<div class=\"brz-bg-color\"><\/div>\n<\/div>\n<div class=\"brz-container brz-css-mb6njx\">\n<div class=\"brz-row__container brz-css-zjiuoq\" data-brz-custom-id=\"tPAx6EwPDyat\">\n<div class=\"brz-bg\"><\/div>\n<div class=\"brz-row brz-css-1f3dvty brz-css-yokssf\">\n<div class=\"brz-columns brz-css-p3yj1\" data-brz-custom-id=\"vnma4CR77MjK\">\n<div class=\"brz-bg\"><\/div>\n<div class=\"brz-column__items brz-css-10lzxau\">\n<div id=\"\" class=\"brz-css-hz20bd brz-wrapper\">\n<div class=\"brz-rich-text brz-rich-text__custom brz-css-6b0vhl\" data-brz-custom-id=\"rVgJJiagjtzU\">\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-cW_7Y\" data-generated-css=\"brz-css-fNMNw\" data-uniq-id=\"u_p7X\"><span class=\"brz-cp-color3\">Homogeneous equations 1<\/span><\/p>\n<\/div>\n<\/div>\n<\/div>\n<div id=\"\" class=\"brz-css-hz20bd brz-wrapper\">\n<div class=\"brz-video brz-youtube-video brz-video-on-controls-hidden brz-css-2tggdd\" data-brz-custom-id=\"dwRdRPHx8LjH\">\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\/SDGuXn8b0Mw?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<\/div>\n<\/div>\n<\/div>\n<\/div>\n<\/div>\n<\/div>\n<div class=\"brz-columns brz-css-p3yj1\" data-brz-custom-id=\"k5hSIRVV7u49\">\n<div class=\"brz-bg\"><\/div>\n<div class=\"brz-column__items brz-css-10lzxau\">\n<div id=\"\" class=\"brz-css-hz20bd brz-wrapper\">\n<div class=\"brz-rich-text brz-rich-text__custom brz-css-6b0vhl\" data-brz-custom-id=\"eWlpKFzpSMmv\">\n<div data-brz-translate-text=\"1\">\n<p data-generated-css=\"brz-css-lihYW\" data-uniq-id=\"wAlFq\" class=\"brz-tp-lg-subtitle brz-css-atHYj\"><span class=\"brz-cp-color3\">Plotting Diagonal Lines<\/span><\/p>\n<\/div>\n<\/div>\n<\/div>\n<div id=\"\" class=\"brz-css-hz20bd brz-wrapper\">\n<div class=\"brz-video brz-youtube-video brz-video-on-controls-hidden brz-css-2tggdd\" data-brz-custom-id=\"pxg4KHyv5_z4\">\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-shortcode__placeholder\"><\/div>\n<\/div>\n<\/div>\n<\/div>\n<\/div>\n<\/div>\n<\/div>\n<\/div>\n<\/div>\n<\/div>\n<\/div>\n<\/section>\n<section id=\"8dd8cbad64114820ec8c_ewf5zLswUPBy\" class=\"brz-section brz-css-5q11u4\">\n<div class=\"brz-section__content brz-section--boxed brz-css-19dk9w1 brz-css-drjjar\" data-brz-custom-id=\"mlSQvLTnbP0W\">\n<div class=\"brz-bg\">\n<div class=\"brz-bg-color\"><\/div>\n<\/div>\n<div class=\"brz-container brz-css-mb6njx\">\n<div id=\"\" class=\"brz-css-hz20bd brz-wrapper\">\n<div class=\"brz-rich-text brz-rich-text__custom brz-css-6b0vhl\" data-brz-custom-id=\"enjIdZaw3ZB7\">\n<div data-brz-translate-text=\"1\">\n<h4 class=\"brz-tp-lg-heading4 brz-css-oLku6\" data-uniq-id=\"lPMT6\" data-generated-css=\"brz-css-q6NUV\"><span class=\"brz-cp-color5\">Integrating Factor<\/span><\/h4>\n<\/div>\n<\/div>\n<\/div>\n<\/div>\n<\/div>\n<\/section>\n<section id=\"484451c7e08056661272_y_MOuVrmj3i4\" class=\"brz-section brz-css-5q11u4\">\n<div class=\"brz-section__content brz-section--boxed brz-css-19dk9w1 brz-css-1in3ovm\" data-brz-custom-id=\"fYbBgtiQ14tS\">\n<div class=\"brz-bg\">\n<div class=\"brz-bg-color\"><\/div>\n<\/div>\n<div class=\"brz-container brz-css-mb6njx\">\n<div class=\"brz-row__container brz-css-zjiuoq\" data-brz-custom-id=\"ctB5A9qtb7ZM\">\n<div class=\"brz-bg\"><\/div>\n<div class=\"brz-row brz-css-1f3dvty brz-css-yokssf\">\n<div class=\"brz-columns brz-css-p3yj1\" data-brz-custom-id=\"h1WvupSNb2VR\">\n<div class=\"brz-bg\"><\/div>\n<div class=\"brz-column__items brz-css-10lzxau\">\n<div id=\"\" class=\"brz-css-hz20bd brz-wrapper\">\n<div class=\"brz-rich-text brz-rich-text__custom brz-css-6b0vhl\" data-brz-custom-id=\"fIXGTm9fRIHZ\">\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-fAUab\" data-generated-css=\"brz-css-yr3S3\" data-uniq-id=\"fRl3M\"><span class=\"brz-cp-color3\">Integrating Factor<\/span><\/p>\n<\/div>\n<\/div>\n<\/div>\n<div id=\"\" class=\"brz-css-hz20bd brz-wrapper\">\n<div class=\"brz-video brz-youtube-video brz-video-on-controls-hidden brz-css-2tggdd\" data-brz-custom-id=\"gSHooqiDqixU\">\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\/1z3HSR4zs34?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<\/div>\n<\/div>\n<\/div>\n<\/div>\n<\/div>\n<\/div>\n<div class=\"brz-columns brz-css-p3yj1\" data-brz-custom-id=\"yyJdB_l9ANJZ\">\n<div class=\"brz-bg\"><\/div>\n<div class=\"brz-column__items brz-css-10lzxau\">\n<div id=\"\" class=\"brz-css-hz20bd brz-wrapper\">\n<div class=\"brz-rich-text brz-rich-text__custom brz-css-6b0vhl\" data-brz-custom-id=\"eGQQRPiP7EPf\">\n<div data-brz-translate-text=\"1\">\n<p data-generated-css=\"brz-css-lihYW\" data-uniq-id=\"wAlFq\" class=\"brz-tp-lg-subtitle brz-css-grjKZ\"><span class=\"brz-cp-color3\">Plotting Diagonal Lines<\/span><\/p>\n<\/div>\n<\/div>\n<\/div>\n<div id=\"\" class=\"brz-css-hz20bd brz-wrapper\">\n<div class=\"brz-video brz-youtube-video brz-video-on-controls-hidden brz-css-2tggdd\" data-brz-custom-id=\"deEcfQGkSjfR\">\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-shortcode__placeholder\"><\/div>\n<\/div>\n<\/div>\n<\/div>\n<\/div>\n<\/div>\n<\/div>\n<\/div>\n<\/div>\n<\/div>\n<\/div>\n<\/section>\n<section id=\"1d05455bf790acbbde4b_sMjGps5KjhSU\" class=\"brz-section brz-css-5q11u4\">\n<div class=\"brz-section__content brz-section--boxed brz-css-19dk9w1 brz-css-9p3qkk\" data-brz-custom-id=\"pe7ES6OixqR3\">\n<div class=\"brz-bg\">\n<div class=\"brz-bg-color\"><\/div>\n<\/div>\n<div class=\"brz-container brz-css-mb6njx\">\n<div id=\"\" class=\"brz-css-hz20bd brz-wrapper\">\n<div class=\"brz-rich-text brz-rich-text__custom brz-css-6b0vhl\" data-brz-custom-id=\"ivDb2h7SIbHz\">\n<div data-brz-translate-text=\"1\">\n<h4 class=\"brz-tp-lg-heading4 brz-css-dyqQp\" data-uniq-id=\"yebtv\" data-generated-css=\"brz-css-xJG6w\"><span class=\"brz-cp-color5\">Maclaurins and differential equations<\/span><\/h4>\n<\/div>\n<\/div>\n<\/div>\n<\/div>\n<\/div>\n<\/section>\n<section id=\"b1f2764f62ff5b76055f_eTil38GwxcSf\" class=\"brz-section brz-css-5q11u4\">\n<div class=\"brz-section__content brz-section--boxed brz-css-19dk9w1 brz-css-1c35agv\" data-brz-custom-id=\"xFZZpcjCetMN\">\n<div class=\"brz-bg\">\n<div class=\"brz-bg-color\"><\/div>\n<\/div>\n<div class=\"brz-container brz-css-mb6njx\">\n<div class=\"brz-row__container brz-css-zjiuoq\" data-brz-custom-id=\"sbsAF3NNxObC\">\n<div class=\"brz-bg\"><\/div>\n<div class=\"brz-row brz-css-1f3dvty brz-css-yokssf\">\n<div class=\"brz-columns brz-css-p3yj1\" data-brz-custom-id=\"htk4AhbpOekr\">\n<div class=\"brz-bg\"><\/div>\n<div class=\"brz-column__items brz-css-10lzxau\">\n<div id=\"\" class=\"brz-css-hz20bd brz-wrapper\">\n<div class=\"brz-rich-text brz-rich-text__custom brz-css-6b0vhl\" data-brz-custom-id=\"dRAJrMm60jOk\">\n<div data-brz-translate-text=\"1\">\n<p data-uniq-id=\"lqH10\" data-generated-css=\"brz-css-gBQiH\" 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-njeJE\"><span class=\"brz-cp-color3\">Vertical and Horizontal Lines<\/span><\/p>\n<\/div>\n<\/div>\n<\/div>\n<div id=\"\" class=\"brz-css-hz20bd brz-wrapper\">\n<div class=\"brz-video brz-youtube-video brz-video-on-controls-hidden brz-css-2tggdd\" data-brz-custom-id=\"kwmjOvoo8y3n\">\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-shortcode__placeholder\"><\/div>\n<\/div>\n<\/div>\n<\/div>\n<\/div>\n<\/div>\n<\/div>\n<div class=\"brz-columns brz-css-p3yj1\" data-brz-custom-id=\"at1_49Sucnhj\">\n<div class=\"brz-bg\"><\/div>\n<div class=\"brz-column__items brz-css-10lzxau\">\n<div id=\"\" class=\"brz-css-hz20bd brz-wrapper\">\n<div class=\"brz-rich-text brz-rich-text__custom brz-css-6b0vhl\" data-brz-custom-id=\"rV9P388QVmmJ\">\n<div data-brz-translate-text=\"1\">\n<p data-generated-css=\"brz-css-lihYW\" data-uniq-id=\"wAlFq\" class=\"brz-tp-lg-subtitle brz-css-qYkqw\"><span class=\"brz-cp-color3\">Plotting Diagonal Lines<\/span><\/p>\n<\/div>\n<\/div>\n<\/div>\n<div id=\"\" class=\"brz-css-hz20bd brz-wrapper\">\n<div class=\"brz-video brz-youtube-video brz-video-on-controls-hidden brz-css-2tggdd\" data-brz-custom-id=\"r2q1X2g287jd\">\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-shortcode__placeholder\"><\/div>\n<\/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:1740069936 --><\/p>\n","protected":false},"excerpt":{"rendered":"<p>10 AA HL &#8211; Further Calculus Table of Contents Maclaurins Series Expansions Limits Integration Limits L&#8217;Hopitals L&#8217;Hopitals 1 L&#8217;Hopitals 2 L&#8217;Hopitals 3 L&#8217;Hopitals 4 Differential Equations Vertical and Horizontal Lines Plotting Diagonal Lines Euler&#8217;s Method Euler&#8217;s method 1 Euler&#8217;s method<\/p>\n","protected":false},"author":1,"featured_media":0,"parent":15911,"menu_order":0,"comment_status":"closed","ping_status":"closed","template":"brizy-blank-template.php","meta":{"footnotes":""},"class_list":["post-16001","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>HLAA10 - 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\/ibaahl\/hlaa10\/\" \/>\n<meta property=\"og:locale\" content=\"en_US\" \/>\n<meta property=\"og:type\" content=\"article\" \/>\n<meta property=\"og:title\" content=\"HLAA10 - ibmaths\" \/>\n<meta property=\"og:description\" content=\"10 AA HL &#8211; Further Calculus Table of Contents Maclaurins Series Expansions Limits 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