{"id":15989,"date":"2024-12-25T17:21:46","date_gmt":"2024-12-25T17:21:46","guid":{"rendered":"https:\/\/ibmaths.com\/?page_id=15989"},"modified":"2025-02-19T13:08:03","modified_gmt":"2025-02-19T12:08:03","slug":"hlaa6","status":"publish","type":"page","link":"https:\/\/ibmaths.com\/ibaahl\/hlaa6\/","title":{"rendered":"HLAA6"},"content":{"rendered":"<div class=\"brz-root__container brz-reset-all brz brz-root__container-page\">\n<section id=\"1d4743a63cb4fcd50d0b_s48XsxGcPfCR\" class=\"brz-section brz-css-1w0qivy\">\n<div class=\"brz-section__content brz-section--boxed brz-css-1v5kqpx brz-css-1mrq6lh\" data-brz-custom-id=\"rgJtUj2LFR98\">\n<div class=\"brz-bg\">\n<div class=\"brz-bg-color\"><\/div>\n<\/div>\n<div class=\"brz-container brz-css-1hqswa8\">\n<div id=\"\" class=\"brz-css-ott7jz brz-wrapper\">\n<div class=\"brz-rich-text brz-rich-text__custom brz-css-13rwb8q\" data-brz-custom-id=\"iDwXC7Iz3o4Q\">\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-yUhb_\" data-uniq-id=\"v2_dg\" data-generated-css=\"brz-css-gHkOU\"><span class=\"brz-cp-color3 brz-bold-true\">06 AA HL &#8211; Differentiation<\/span><\/p>\n<\/div>\n<\/div>\n<\/div>\n<div id=\"\" class=\"brz-css-ott7jz 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-mpilxd brz-css-1g4d6t3\">\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=\"57bbc3f764159c9e3e0b_uVT_quv3MRHR\" class=\"brz-section brz-css-1w0qivy\">\n<div class=\"brz-section__content brz-section--boxed brz-css-1v5kqpx brz-css-slfvmg\" data-brz-custom-id=\"mprv3dQUGyYB\">\n<div class=\"brz-bg\">\n<div class=\"brz-bg-color\"><\/div>\n<\/div>\n<div class=\"brz-container brz-css-1hqswa8\">\n<div id=\"\" class=\"brz-css-ott7jz brz-wrapper\">\n<div class=\"brz-rich-text brz-rich-text__custom brz-css-13rwb8q\" data-brz-custom-id=\"mqN8_aS2ImqJ\">\n<div data-brz-translate-text=\"1\">\n<h4 class=\"brz-tp-lg-heading4 brz-css-vHP26\" data-uniq-id=\"g6NIK\" data-generated-css=\"brz-css-amuXY\"><span class=\"brz-cp-color5\">First Principles<\/span><\/h4>\n<\/div>\n<\/div>\n<\/div>\n<\/div>\n<\/div>\n<\/section>\n<section id=\"175063dd89073bdcda40_qsVxcdArgOxM\" class=\"brz-section brz-css-1w0qivy\">\n<div class=\"brz-section__content brz-section--boxed brz-css-1v5kqpx brz-css-1jbnf1m\" data-brz-custom-id=\"cMDdpxAkqZee\">\n<div class=\"brz-bg\">\n<div class=\"brz-bg-color\"><\/div>\n<\/div>\n<div class=\"brz-container brz-css-1hqswa8\">\n<div class=\"brz-row__container brz-css-2iknth\" data-brz-custom-id=\"tjx8RV97qoAO\">\n<div class=\"brz-bg\"><\/div>\n<div class=\"brz-row brz-css-wxyu9d brz-css-93bn5t\">\n<div class=\"brz-columns brz-css-16z4lu4\" data-brz-custom-id=\"f5PSzWJxxaLa\">\n<div class=\"brz-bg\"><\/div>\n<div class=\"brz-column__items brz-css-1im8rmd\">\n<div id=\"\" class=\"brz-css-ott7jz brz-wrapper\">\n<div class=\"brz-rich-text brz-rich-text__custom brz-css-13rwb8q\" data-brz-custom-id=\"wKFiWKhxQSZs\">\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-f2ASH\" data-generated-css=\"brz-css-nGJ69\" data-uniq-id=\"gjZxD\"><span class=\"brz-cp-color3\">First Principles<\/span><\/p>\n<\/div>\n<\/div>\n<\/div>\n<div id=\"\" class=\"brz-css-ott7jz brz-wrapper\">\n<div class=\"brz-video brz-youtube-video brz-video-on-controls-hidden brz-css-1qnzh23\" data-brz-custom-id=\"jAjN2ZuAJ29W\">\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\/7UV0kQaNNeg?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-16z4lu4\" data-brz-custom-id=\"oj4oCuJBF0lM\">\n<div class=\"brz-bg\"><\/div>\n<div class=\"brz-column__items brz-css-1im8rmd\">\n<div id=\"\" class=\"brz-css-ott7jz brz-wrapper\">\n<div class=\"brz-rich-text brz-rich-text__custom brz-css-13rwb8q\" data-brz-custom-id=\"u5JzwzxiB7ed\">\n<div data-brz-translate-text=\"1\">\n<p class=\"brz-tp-lg-subtitle brz-css-h9BNa\" data-uniq-id=\"nqjaN\" data-generated-css=\"brz-css-xwdpE\"><span class=\"brz-cp-color3\">SSDD 1<\/span><\/p>\n<\/div>\n<\/div>\n<\/div>\n<div id=\"\" class=\"brz-css-ott7jz brz-css-9ggj0a brz-wrapper\">\n<div class=\"brz-image brz-css-1yze92h\" data-brz-custom-id=\"vx33TyqTbh8C\"><img decoding=\"async\" class=\"brz-img\" src=\"https:\/\/ibmaths.com\/wp-content\/uploads\/2024\/12\/Screenshot-2024-12-26-at-08.52.43.png\" alt=\"\" loading=\"lazy\"><\/div>\n<\/div>\n<\/div>\n<\/div>\n<\/div>\n<\/div>\n<\/div>\n<\/div>\n<\/section>\n<section id=\"feea53a6f76b16a19c4c_bivXN7s8nOaF\" class=\"brz-section brz-css-1w0qivy\">\n<div class=\"brz-section__content brz-section--boxed brz-css-1v5kqpx brz-css-197fcje\" data-brz-custom-id=\"wQkVNco7M_1B\">\n<div class=\"brz-bg\">\n<div class=\"brz-bg-color\"><\/div>\n<\/div>\n<div class=\"brz-container brz-css-1hqswa8\">\n<div class=\"brz-row__container brz-css-2iknth\" data-brz-custom-id=\"l0gIJJcVmVaB\">\n<div class=\"brz-bg\"><\/div>\n<div class=\"brz-row brz-css-wxyu9d brz-css-93bn5t\">\n<div class=\"brz-columns brz-css-16z4lu4\" data-brz-custom-id=\"v452lfDMaxA7\">\n<div class=\"brz-bg\"><\/div>\n<div class=\"brz-column__items brz-css-1im8rmd\">\n<div id=\"\" class=\"brz-css-ott7jz brz-wrapper\">\n<div class=\"brz-rich-text brz-rich-text__custom brz-css-13rwb8q\" data-brz-custom-id=\"rO0a88fhQTY3\">\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-ugzuR\" data-uniq-id=\"gF2Zm\" data-generated-css=\"brz-css-bN1Oc\"><span class=\"brz-cp-color3\">SSDD 2<\/span><\/p>\n<\/div>\n<\/div>\n<\/div>\n<div id=\"\" class=\"brz-css-ott7jz brz-css-18ff06o brz-wrapper\">\n<div class=\"brz-image brz-css-nk7vfy\" data-brz-custom-id=\"jZGjhoAwLoqD\"><img decoding=\"async\" class=\"brz-img\" src=\"https:\/\/ibmaths.com\/wp-content\/uploads\/2024\/12\/Screenshot-2024-12-26-at-08.52.50.png\" alt=\"\" loading=\"lazy\"><\/div>\n<\/div>\n<\/div>\n<\/div>\n<div class=\"brz-columns brz-css-16z4lu4\" data-brz-custom-id=\"wtWp0d_oMLAr\">\n<div class=\"brz-bg\"><\/div>\n<div class=\"brz-column__items brz-css-1im8rmd\">\n<div id=\"\" class=\"brz-css-ott7jz brz-wrapper\">\n<div class=\"brz-rich-text brz-rich-text__custom brz-css-13rwb8q\" data-brz-custom-id=\"rNYBOitY5MrI\">\n<div data-brz-translate-text=\"1\">\n<p class=\"brz-tp-lg-subtitle brz-css-g2J0k\" data-generated-css=\"brz-css-gCOX4\" data-uniq-id=\"jh4DY\"><span class=\"brz-cp-color3\">SSDD 3<\/span><\/p>\n<\/div>\n<\/div>\n<\/div>\n<div id=\"\" class=\"brz-css-ott7jz brz-css-11sbozi brz-wrapper\">\n<div class=\"brz-image brz-css-1dt5rlx\" data-brz-custom-id=\"eayNlMA4GdTf\"><img decoding=\"async\" class=\"brz-img\" src=\"https:\/\/ibmaths.com\/wp-content\/uploads\/2024\/12\/Screenshot-2024-12-26-at-08.52.55.png\" alt=\"\" loading=\"lazy\"><\/div>\n<\/div>\n<\/div>\n<\/div>\n<\/div>\n<\/div>\n<\/div>\n<\/div>\n<\/section>\n<section id=\"19bea0ddd09954cde74a_wk8yQjMv3zwU\" class=\"brz-section brz-css-1w0qivy\">\n<div class=\"brz-section__content brz-section--boxed brz-css-1v5kqpx brz-css-vsegf0\" data-brz-custom-id=\"qZ_CCpN3qvMa\">\n<div class=\"brz-bg\">\n<div class=\"brz-bg-color\"><\/div>\n<\/div>\n<div class=\"brz-container brz-css-1hqswa8\">\n<div id=\"\" class=\"brz-css-ott7jz brz-wrapper\">\n<div class=\"brz-rich-text brz-rich-text__custom brz-css-13rwb8q\" data-brz-custom-id=\"lATTurGEDPFI\">\n<div data-brz-translate-text=\"1\">\n<h4 class=\"brz-tp-lg-heading4 brz-css-bGQ6I\" data-uniq-id=\"dVZrL\" data-generated-css=\"brz-css-tRmhH\"><span class=\"brz-cp-color5\">Simple Differentiation<\/span><\/h4>\n<\/div>\n<\/div>\n<\/div>\n<\/div>\n<\/div>\n<\/section>\n<section id=\"0d5be09ff95513aa71ba_rDT75lQMjpqu\" class=\"brz-section brz-css-1w0qivy\">\n<div class=\"brz-section__content brz-section--boxed brz-css-1v5kqpx brz-css-n2yz79\" data-brz-custom-id=\"j1q9baOpVUrZ\">\n<div class=\"brz-bg\">\n<div class=\"brz-bg-color\"><\/div>\n<\/div>\n<div class=\"brz-container brz-css-1hqswa8\">\n<div class=\"brz-row__container brz-css-2iknth\" data-brz-custom-id=\"uyYfKOJ0CcAL\">\n<div class=\"brz-bg\"><\/div>\n<div class=\"brz-row brz-css-wxyu9d brz-css-93bn5t\">\n<div class=\"brz-columns brz-css-16z4lu4\" data-brz-custom-id=\"hchnmJuiwxp8\">\n<div class=\"brz-bg\"><\/div>\n<div class=\"brz-column__items brz-css-1im8rmd\">\n<div id=\"\" class=\"brz-css-ott7jz brz-wrapper\">\n<div class=\"brz-rich-text brz-rich-text__custom brz-css-13rwb8q\" data-brz-custom-id=\"mCfs3btC0tXJ\">\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-rQN6U\" data-generated-css=\"brz-css-ocCRe\" data-uniq-id=\"i7wPu\"><span class=\"brz-cp-color3\">The Power Rule<\/span><\/p>\n<\/div>\n<\/div>\n<\/div>\n<div id=\"\" class=\"brz-css-ott7jz brz-wrapper\">\n<div class=\"brz-video brz-youtube-video brz-video-on-controls-hidden brz-css-1qnzh23\" data-brz-custom-id=\"oWXBBbCVaj1s\">\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\/AAcznK7FDww?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-16z4lu4\" data-brz-custom-id=\"cWLUkhKqpHNn\">\n<div class=\"brz-bg\"><\/div>\n<div class=\"brz-column__items brz-css-1im8rmd\">\n<div id=\"\" class=\"brz-css-ott7jz brz-wrapper\">\n<div class=\"brz-rich-text brz-rich-text__custom brz-css-13rwb8q\" data-brz-custom-id=\"wgWJGSMBHREk\">\n<div data-brz-translate-text=\"1\">\n<p class=\"brz-tp-lg-subtitle brz-css-dNA5S\" data-uniq-id=\"xdghk\" data-generated-css=\"brz-css-dfWKb\"><span class=\"brz-cp-color3\">Differentiate sinx<\/span><\/p>\n<\/div>\n<\/div>\n<\/div>\n<div id=\"\" class=\"brz-css-ott7jz brz-wrapper\">\n<div class=\"brz-video brz-youtube-video brz-video-on-controls-hidden brz-css-1qnzh23\" data-brz-custom-id=\"b7BEZlrPUWtg\">\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\/3awx_81F4mA?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=\"aaa73a82234d385e31a5_yQnFc76BDW_R\" class=\"brz-section brz-css-1w0qivy\">\n<div class=\"brz-section__content brz-section--boxed brz-css-1v5kqpx brz-css-1anxepp\" data-brz-custom-id=\"ahOXtbED2cXJ\">\n<div class=\"brz-bg\">\n<div class=\"brz-bg-color\"><\/div>\n<\/div>\n<div class=\"brz-container brz-css-1hqswa8\">\n<div class=\"brz-row__container brz-css-2iknth\" data-brz-custom-id=\"mfKMfjgGZRSY\">\n<div class=\"brz-bg\"><\/div>\n<div class=\"brz-row brz-css-wxyu9d brz-css-93bn5t\">\n<div class=\"brz-columns brz-css-16z4lu4\" data-brz-custom-id=\"g1DtRKOdcVCM\">\n<div class=\"brz-bg\"><\/div>\n<div class=\"brz-column__items brz-css-1im8rmd\">\n<div id=\"\" class=\"brz-css-ott7jz brz-wrapper\">\n<div class=\"brz-rich-text brz-rich-text__custom brz-css-13rwb8q\" data-brz-custom-id=\"w3veeB34KFfE\">\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-fdx_S\" data-generated-css=\"brz-css-wkQv1\" data-uniq-id=\"yXeB1\"><strong class=\"brz-cp-color3\">Differentiate cosx<\/strong><\/p>\n<\/div>\n<\/div>\n<\/div>\n<div id=\"\" class=\"brz-css-ott7jz brz-wrapper\">\n<div class=\"brz-video brz-youtube-video brz-video-on-controls-hidden brz-css-1qnzh23\" data-brz-custom-id=\"dy2NZpRSuKZM\">\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\/xyQcVn-w4yU?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-16z4lu4\" data-brz-custom-id=\"tQ5AAa_M238s\">\n<div class=\"brz-bg\"><\/div>\n<div class=\"brz-column__items brz-css-1im8rmd\">\n<div id=\"\" class=\"brz-css-ott7jz brz-wrapper\">\n<div class=\"brz-rich-text brz-rich-text__custom brz-css-13rwb8q\" data-brz-custom-id=\"akz6uIIpBfCL\">\n<div data-brz-translate-text=\"1\">\n<p class=\"brz-tp-lg-subtitle brz-css-pDS4a\" data-generated-css=\"brz-css-hUZYw\" data-uniq-id=\"gy3zN\"><span class=\"brz-cp-color3\">Differentiate e to the x<\/span><\/p>\n<\/div>\n<\/div>\n<\/div>\n<div id=\"\" class=\"brz-css-ott7jz brz-wrapper\">\n<div class=\"brz-video brz-youtube-video brz-video-on-controls-hidden brz-css-1qnzh23\" data-brz-custom-id=\"kXJ8Koj8FhuU\">\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\/odJHT7pBQr4?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=\"7054251389106916a054_qAwaqpEO59PN\" class=\"brz-section brz-css-1w0qivy\">\n<div class=\"brz-section__content brz-section--boxed brz-css-1v5kqpx brz-css-ge2fh2\" data-brz-custom-id=\"fa_XEPd7NfIQ\">\n<div class=\"brz-bg\">\n<div class=\"brz-bg-color\"><\/div>\n<\/div>\n<div class=\"brz-container brz-css-1hqswa8\">\n<div id=\"\" class=\"brz-css-ott7jz brz-wrapper\">\n<div class=\"brz-rich-text brz-rich-text__custom brz-css-13rwb8q\" data-brz-custom-id=\"tvGjZA2UAHJO\">\n<div data-brz-translate-text=\"1\">\n<h4 class=\"brz-tp-lg-heading4 brz-css-f5KSU\" data-uniq-id=\"stQ6B\" data-generated-css=\"brz-css-cVowC\"><span class=\"brz-cp-color5\">Tangents and Normals<\/span><\/h4>\n<\/div>\n<\/div>\n<\/div>\n<\/div>\n<\/div>\n<\/section>\n<section id=\"ac81869a88a9d6274b76_xfRdz50nUXNY\" class=\"brz-section brz-css-1w0qivy\">\n<div class=\"brz-section__content brz-section--boxed brz-css-1v5kqpx brz-css-ruwz9v\" data-brz-custom-id=\"d8SMwwSJ0LjQ\">\n<div class=\"brz-bg\">\n<div class=\"brz-bg-color\"><\/div>\n<\/div>\n<div class=\"brz-container brz-css-1hqswa8\">\n<div class=\"brz-row__container brz-css-2iknth\" data-brz-custom-id=\"jApRBxzSNrYE\">\n<div class=\"brz-bg\"><\/div>\n<div class=\"brz-row brz-css-wxyu9d brz-css-93bn5t\">\n<div class=\"brz-columns brz-css-16z4lu4\" data-brz-custom-id=\"iiV3mBAXS0xZ\">\n<div class=\"brz-bg\"><\/div>\n<div class=\"brz-column__items brz-css-1im8rmd\">\n<div id=\"\" class=\"brz-css-ott7jz brz-wrapper\">\n<div class=\"brz-rich-text brz-rich-text__custom brz-css-13rwb8q\" data-brz-custom-id=\"rkQrsAXT62C3\">\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-waA2S\" data-generated-css=\"brz-css-z62ze\" data-uniq-id=\"jthW0\"><span class=\"brz-cp-color3\">Equation of a Tangent<\/span><\/p>\n<\/div>\n<\/div>\n<\/div>\n<div id=\"\" class=\"brz-css-ott7jz brz-wrapper\">\n<div class=\"brz-video brz-youtube-video brz-video-on-controls-hidden brz-css-1qnzh23\" data-brz-custom-id=\"fWSFlc5CLZkd\">\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\/umQ8lG9U8uc?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-16z4lu4\" data-brz-custom-id=\"aVd4Z52AKz9Y\">\n<div class=\"brz-bg\"><\/div>\n<div class=\"brz-column__items brz-css-1im8rmd\">\n<div id=\"\" class=\"brz-css-ott7jz brz-wrapper\">\n<div class=\"brz-rich-text brz-rich-text__custom brz-css-13rwb8q\" data-brz-custom-id=\"bvl1kmWzNDxB\">\n<div data-brz-translate-text=\"1\">\n<p class=\"brz-tp-lg-subtitle brz-css-u9DD9\" data-uniq-id=\"mN6iB\" data-generated-css=\"brz-css-jdhiN\"><span class=\"brz-cp-color3\">Equation of a Normal<\/span><\/p>\n<\/div>\n<\/div>\n<\/div>\n<div id=\"\" class=\"brz-css-ott7jz brz-wrapper\">\n<div class=\"brz-video brz-youtube-video brz-video-on-controls-hidden brz-css-1qnzh23\" data-brz-custom-id=\"nHBe7_dV9SmD\">\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\/NR90cE-HFvc?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=\"8e248af6eae4b93dfaf1_bBgT3WtofrSI\" class=\"brz-section brz-css-1w0qivy\">\n<div class=\"brz-section__content brz-section--boxed brz-css-1v5kqpx brz-css-1r4u6tt\" data-brz-custom-id=\"wwuPxkkc7n4Q\">\n<div class=\"brz-bg\">\n<div class=\"brz-bg-color\"><\/div>\n<\/div>\n<div class=\"brz-container brz-css-1hqswa8\">\n<div id=\"\" class=\"brz-css-ott7jz brz-wrapper\">\n<div class=\"brz-rich-text brz-rich-text__custom brz-css-13rwb8q\" data-brz-custom-id=\"dKhx_YzYRGUV\">\n<div data-brz-translate-text=\"1\">\n<h4 class=\"brz-tp-lg-heading4 brz-css-e7VTp\" data-uniq-id=\"llO9a\" data-generated-css=\"brz-css-zH4F1\"><span class=\"brz-cp-color5\">The Chain Rule<\/span><\/h4>\n<\/div>\n<\/div>\n<\/div>\n<\/div>\n<\/div>\n<\/section>\n<section id=\"d586c656918056bfec28_ePJd8K7O0bln\" class=\"brz-section brz-css-1w0qivy\">\n<div class=\"brz-section__content brz-section--boxed brz-css-1v5kqpx brz-css-1gabl84\" data-brz-custom-id=\"i127eraSsWFy\">\n<div class=\"brz-bg\">\n<div class=\"brz-bg-color\"><\/div>\n<\/div>\n<div class=\"brz-container brz-css-1hqswa8\">\n<div class=\"brz-row__container brz-css-2iknth\" data-brz-custom-id=\"ookuSRjXXA6i\">\n<div class=\"brz-bg\"><\/div>\n<div class=\"brz-row brz-css-wxyu9d brz-css-93bn5t\">\n<div class=\"brz-columns brz-css-16z4lu4\" data-brz-custom-id=\"olTSY78N0AwH\">\n<div class=\"brz-bg\"><\/div>\n<div class=\"brz-column__items brz-css-1im8rmd\">\n<div id=\"\" class=\"brz-css-ott7jz brz-wrapper\">\n<div class=\"brz-rich-text brz-rich-text__custom brz-css-13rwb8q\" data-brz-custom-id=\"qeQqUF7W4Get\">\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-f0e_R\" data-generated-css=\"brz-css-qRWQE\" data-uniq-id=\"r2rJ7\"><span class=\"brz-cp-color3\">The Chain Rule<\/span><\/p>\n<\/div>\n<\/div>\n<\/div>\n<div id=\"\" class=\"brz-css-ott7jz brz-wrapper\">\n<div class=\"brz-video brz-youtube-video brz-video-on-controls-hidden brz-css-1qnzh23\" data-brz-custom-id=\"bx8qvghBwjL3\">\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\/8BqVCbgaQJs?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-16z4lu4\" data-brz-custom-id=\"yIQfIjGED1X7\">\n<div class=\"brz-bg\"><\/div>\n<div class=\"brz-column__items brz-css-1im8rmd\">\n<div id=\"\" class=\"brz-css-ott7jz brz-wrapper\">\n<div class=\"brz-rich-text brz-rich-text__custom brz-css-13rwb8q\" data-brz-custom-id=\"vVAQ9utxcDQY\">\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-shMxp\"><span class=\"brz-cp-color3\">Plotting Diagonal Lines<\/span><\/p>\n<\/div>\n<\/div>\n<\/div>\n<div id=\"\" class=\"brz-css-ott7jz brz-wrapper\">\n<div class=\"brz-video brz-youtube-video brz-video-on-controls-hidden brz-css-1qnzh23\" data-brz-custom-id=\"tJExg88jyLGq\">\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=\"9ad43886262d2d10f4ce_jIbAOSZchek8\" class=\"brz-section brz-css-1w0qivy\">\n<div class=\"brz-section__content brz-section--boxed brz-css-1v5kqpx brz-css-nb1s70\" data-brz-custom-id=\"eF59QWZqsHzm\">\n<div class=\"brz-bg\">\n<div class=\"brz-bg-color\"><\/div>\n<\/div>\n<div class=\"brz-container brz-css-1hqswa8\">\n<div id=\"\" class=\"brz-css-ott7jz brz-wrapper\">\n<div class=\"brz-rich-text brz-rich-text__custom brz-css-13rwb8q\" data-brz-custom-id=\"dCQXgT4gcH7p\">\n<div data-brz-translate-text=\"1\">\n<h4 class=\"brz-tp-lg-heading4 brz-css-l5nEi\" data-uniq-id=\"lYsza\" data-generated-css=\"brz-css-jPOls\"><span class=\"brz-cp-color5\">Product and Quotient Rules<\/span><\/h4>\n<\/div>\n<\/div>\n<\/div>\n<\/div>\n<\/div>\n<\/section>\n<section id=\"66c61e932afce079afe7_cVxBvZEYuA53\" class=\"brz-section brz-css-1w0qivy\">\n<div class=\"brz-section__content brz-section--boxed brz-css-1v5kqpx brz-css-1tugj23\" data-brz-custom-id=\"sCSvlhiICRZ6\">\n<div class=\"brz-bg\">\n<div class=\"brz-bg-color\"><\/div>\n<\/div>\n<div class=\"brz-container brz-css-1hqswa8\">\n<div class=\"brz-row__container brz-css-2iknth\" data-brz-custom-id=\"hYJNR81ezjj7\">\n<div class=\"brz-bg\"><\/div>\n<div class=\"brz-row brz-css-wxyu9d brz-css-93bn5t\">\n<div class=\"brz-columns brz-css-16z4lu4\" data-brz-custom-id=\"hjAVSnAh_cMt\">\n<div class=\"brz-bg\"><\/div>\n<div class=\"brz-column__items brz-css-1im8rmd\">\n<div id=\"\" class=\"brz-css-ott7jz brz-wrapper\">\n<div class=\"brz-rich-text brz-rich-text__custom brz-css-13rwb8q\" data-brz-custom-id=\"hCw_oVNtze0X\">\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-hepyo\" data-generated-css=\"brz-css-iIsHH\" data-uniq-id=\"nDUas\"><span class=\"brz-cp-color3\">The Product Rule<\/span><\/p>\n<\/div>\n<\/div>\n<\/div>\n<div id=\"\" class=\"brz-css-ott7jz brz-wrapper\">\n<div class=\"brz-video brz-youtube-video brz-video-on-controls-hidden brz-css-1qnzh23\" data-brz-custom-id=\"afrhQvZdwddB\">\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\/bORaLHH5aqo?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-16z4lu4\" data-brz-custom-id=\"icH9v28HFM38\">\n<div class=\"brz-bg\"><\/div>\n<div class=\"brz-column__items brz-css-1im8rmd\">\n<div id=\"\" class=\"brz-css-ott7jz brz-wrapper\">\n<div class=\"brz-rich-text brz-rich-text__custom brz-css-13rwb8q\" data-brz-custom-id=\"msoM8M25I3XB\">\n<div data-brz-translate-text=\"1\">\n<p class=\"brz-tp-lg-subtitle brz-css-eJThM\" data-uniq-id=\"fQx0Y\" data-generated-css=\"brz-css-nIfAE\"><span class=\"brz-cp-color3\">The Quotient Rule<\/span><\/p>\n<\/div>\n<\/div>\n<\/div>\n<div id=\"\" class=\"brz-css-ott7jz brz-wrapper\">\n<div class=\"brz-video brz-youtube-video brz-video-on-controls-hidden brz-css-1qnzh23\" data-brz-custom-id=\"bdgiUBPWwzI1\">\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\/qtwNfZfcsOM?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=\"9520a26e60cb32e109dd_iy1SAzUWVQQi\" class=\"brz-section brz-css-1w0qivy\">\n<div class=\"brz-section__content brz-section--boxed brz-css-1v5kqpx brz-css-aievmi\" data-brz-custom-id=\"fdsOVaZ2qEHp\">\n<div class=\"brz-bg\">\n<div class=\"brz-bg-color\"><\/div>\n<\/div>\n<div class=\"brz-container brz-css-1hqswa8\">\n<div id=\"\" class=\"brz-css-ott7jz brz-wrapper\">\n<div class=\"brz-rich-text brz-rich-text__custom brz-css-13rwb8q\" data-brz-custom-id=\"cPK6X5ryiBoQ\">\n<div data-brz-translate-text=\"1\">\n<h4 class=\"brz-tp-lg-heading4 brz-css-ySJ0T\" data-uniq-id=\"wFo44\" data-generated-css=\"brz-css-oNwQT\"><span class=\"brz-cp-color5\">Functions and Differentiation Rules<\/span><\/h4>\n<\/div>\n<\/div>\n<\/div>\n<\/div>\n<\/div>\n<\/section>\n<section id=\"b8e7d0155a6dba0c1ee0_xihKzTa3jEY5\" class=\"brz-section brz-css-1w0qivy\">\n<div class=\"brz-section__content brz-section--boxed brz-css-1v5kqpx brz-css-1o6wa5s\" data-brz-custom-id=\"xGgqlOfdCKBs\">\n<div class=\"brz-bg\">\n<div class=\"brz-bg-color\"><\/div>\n<\/div>\n<div class=\"brz-container brz-css-1hqswa8\">\n<div class=\"brz-row__container brz-css-2iknth\" data-brz-custom-id=\"oEybVPW0ZpMx\">\n<div class=\"brz-bg\"><\/div>\n<div class=\"brz-row brz-css-wxyu9d brz-css-93bn5t\">\n<div class=\"brz-columns brz-css-16z4lu4\" data-brz-custom-id=\"j8XRVxOChPhg\">\n<div class=\"brz-bg\"><\/div>\n<div class=\"brz-column__items brz-css-1im8rmd\">\n<div id=\"\" class=\"brz-css-ott7jz brz-wrapper\">\n<div class=\"brz-rich-text brz-rich-text__custom brz-css-13rwb8q\" data-brz-custom-id=\"rx35AyAzMzB1\">\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-kHnAE\" data-generated-css=\"brz-css-umBjB\" data-uniq-id=\"b1axV\"><span class=\"brz-cp-color3\">Example 1<\/span><\/p>\n<\/div>\n<\/div>\n<\/div>\n<div id=\"\" class=\"brz-css-ott7jz brz-wrapper\">\n<div class=\"brz-video brz-youtube-video brz-video-on-controls-hidden brz-css-1qnzh23\" data-brz-custom-id=\"e3Y5wZ3wruwT\">\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\/BUAj1WB3ESw?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-16z4lu4\" data-brz-custom-id=\"am4kTHZ0x6oR\">\n<div class=\"brz-bg\"><\/div>\n<div class=\"brz-column__items brz-css-1im8rmd\">\n<div id=\"\" class=\"brz-css-ott7jz brz-wrapper\">\n<div class=\"brz-rich-text brz-rich-text__custom brz-css-13rwb8q\" data-brz-custom-id=\"iOh5rGcc7h8m\">\n<div data-brz-translate-text=\"1\">\n<p class=\"brz-tp-lg-subtitle brz-css-tQ2GS\" data-uniq-id=\"pK0s9\" data-generated-css=\"brz-css-taHgW\"><span class=\"brz-cp-color3\">Example 2<\/span><\/p>\n<\/div>\n<\/div>\n<\/div>\n<div id=\"\" class=\"brz-css-ott7jz brz-wrapper\">\n<div class=\"brz-video brz-youtube-video brz-video-on-controls-hidden brz-css-1qnzh23\" data-brz-custom-id=\"iZMbQVimvvyY\">\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\/F0aIjfzvYII?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=\"484508f8bf9503d744eb_zEQ1cqaUjePg\" class=\"brz-section brz-css-1w0qivy\">\n<div class=\"brz-section__content brz-section--boxed brz-css-1v5kqpx brz-css-47hcod\" data-brz-custom-id=\"g_4XKYm7T9U_\">\n<div class=\"brz-bg\">\n<div class=\"brz-bg-color\"><\/div>\n<\/div>\n<div class=\"brz-container brz-css-1hqswa8\">\n<div id=\"\" class=\"brz-css-ott7jz brz-wrapper\">\n<div class=\"brz-rich-text brz-rich-text__custom brz-css-13rwb8q\" data-brz-custom-id=\"fEeXiArFRF1b\">\n<div data-brz-translate-text=\"1\">\n<h4 class=\"brz-tp-lg-heading4 brz-css-h3fNS\" data-uniq-id=\"xhRq0\" data-generated-css=\"brz-css-bIdog\"><span class=\"brz-cp-color5\">Turning Points<\/span><\/h4>\n<\/div>\n<\/div>\n<\/div>\n<\/div>\n<\/div>\n<\/section>\n<section id=\"fb28f06848d5bebb6661_o0an_QTy2nqo\" class=\"brz-section brz-css-1w0qivy\">\n<div class=\"brz-section__content brz-section--boxed brz-css-1v5kqpx brz-css-129wxra\" data-brz-custom-id=\"pqUumnONaoA8\">\n<div class=\"brz-bg\">\n<div class=\"brz-bg-color\"><\/div>\n<\/div>\n<div class=\"brz-container brz-css-1hqswa8\">\n<div class=\"brz-row__container brz-css-2iknth\" data-brz-custom-id=\"zvlsCuI0W4sQ\">\n<div class=\"brz-bg\"><\/div>\n<div class=\"brz-row brz-css-wxyu9d brz-css-93bn5t\">\n<div class=\"brz-columns brz-css-16z4lu4\" data-brz-custom-id=\"rfDzKgGf0kjc\">\n<div class=\"brz-bg\"><\/div>\n<div class=\"brz-column__items brz-css-1im8rmd\">\n<div id=\"\" class=\"brz-css-ott7jz brz-wrapper\">\n<div class=\"brz-rich-text brz-rich-text__custom brz-css-13rwb8q\" data-brz-custom-id=\"w31ORp_jDBkO\">\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-dKT1M\" data-generated-css=\"brz-css-bn_Nr\" data-uniq-id=\"wwVSW\"><span class=\"brz-cp-color3\">Local maximum and minimum points<\/span><\/p>\n<\/div>\n<\/div>\n<\/div>\n<div id=\"\" class=\"brz-css-ott7jz brz-wrapper\">\n<div class=\"brz-video brz-youtube-video brz-video-on-controls-hidden brz-css-1qnzh23\" data-brz-custom-id=\"nPSypFNEKC_N\">\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\/BUzZGaVxIYA?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-16z4lu4\" data-brz-custom-id=\"xJGeKr30mDKp\">\n<div class=\"brz-bg\"><\/div>\n<div class=\"brz-column__items brz-css-1im8rmd\">\n<div id=\"\" class=\"brz-css-ott7jz brz-wrapper\">\n<div class=\"brz-rich-text brz-rich-text__custom brz-css-13rwb8q\" data-brz-custom-id=\"ajsoe7cDzeS_\">\n<div data-brz-translate-text=\"1\">\n<p class=\"brz-tp-lg-subtitle brz-css-zGLcZ\" data-uniq-id=\"irr1m\" data-generated-css=\"brz-css-bAH0E\"><span class=\"brz-cp-color3\">Points of Inflexion summarised<\/span><\/p>\n<\/div>\n<\/div>\n<\/div>\n<div id=\"\" class=\"brz-css-ott7jz brz-wrapper\">\n<div class=\"brz-video brz-youtube-video brz-video-on-controls-hidden brz-css-1qnzh23\" data-brz-custom-id=\"qIGkuUB8XC3J\">\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\/UyvBBIGdB8g?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=\"6db59b39f6202594dbd9_nyVyrzzuEfK4\" class=\"brz-section brz-css-1w0qivy\">\n<div class=\"brz-section__content brz-section--boxed brz-css-1v5kqpx brz-css-e8wz7p\" data-brz-custom-id=\"ahgimtD_8apN\">\n<div class=\"brz-bg\">\n<div class=\"brz-bg-color\"><\/div>\n<\/div>\n<div class=\"brz-container brz-css-1hqswa8\">\n<div id=\"\" class=\"brz-css-ott7jz brz-wrapper\">\n<div class=\"brz-rich-text brz-rich-text__custom brz-css-13rwb8q\" data-brz-custom-id=\"lzPIlRHCGKhX\">\n<div data-brz-translate-text=\"1\">\n<h4 class=\"brz-tp-lg-heading4 brz-css-tEPqo\" data-uniq-id=\"rdl65\" data-generated-css=\"brz-css-u4JCA\"><span class=\"brz-cp-color5\">Implicit Differentiation<\/span><\/h4>\n<\/div>\n<\/div>\n<\/div>\n<\/div>\n<\/div>\n<\/section>\n<section id=\"0389a27545a46af6b377_vW6naOk8_jvw\" class=\"brz-section brz-css-1w0qivy\">\n<div class=\"brz-section__content brz-section--boxed brz-css-1v5kqpx brz-css-li39f5\" data-brz-custom-id=\"eOYjm2WRfJM8\">\n<div class=\"brz-bg\">\n<div class=\"brz-bg-color\"><\/div>\n<\/div>\n<div class=\"brz-container brz-css-1hqswa8\">\n<div class=\"brz-row__container brz-css-2iknth\" data-brz-custom-id=\"dPkepq3BKmFW\">\n<div class=\"brz-bg\"><\/div>\n<div class=\"brz-row brz-css-wxyu9d brz-css-93bn5t\">\n<div class=\"brz-columns brz-css-16z4lu4\" data-brz-custom-id=\"dpCwBIDf3aBZ\">\n<div class=\"brz-bg\"><\/div>\n<div class=\"brz-column__items brz-css-1im8rmd\">\n<div id=\"\" class=\"brz-css-ott7jz brz-wrapper\">\n<div class=\"brz-rich-text brz-rich-text__custom brz-css-13rwb8q\" data-brz-custom-id=\"s5VJXrOfES5o\">\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-oUfCg\" data-generated-css=\"brz-css-z_qfu\" data-uniq-id=\"iPVms\"><span class=\"brz-cp-color3\">What is implicit differentiation ?<\/span><\/p>\n<\/div>\n<\/div>\n<\/div>\n<div id=\"\" class=\"brz-css-ott7jz brz-wrapper\">\n<div class=\"brz-video brz-youtube-video brz-video-on-controls-hidden brz-css-1qnzh23\" data-brz-custom-id=\"zRoJmbyiJ4lo\">\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\/AzyvGDh3Y7Q?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-16z4lu4\" data-brz-custom-id=\"uKPpaykwYcZ1\">\n<div class=\"brz-bg\"><\/div>\n<div class=\"brz-column__items brz-css-1im8rmd\">\n<div id=\"\" class=\"brz-css-ott7jz brz-wrapper\">\n<div class=\"brz-rich-text brz-rich-text__custom brz-css-13rwb8q\" data-brz-custom-id=\"uNZC77tLDM8i\">\n<div data-brz-translate-text=\"1\">\n<p class=\"brz-tp-lg-subtitle brz-css-uuuL6\" data-uniq-id=\"qLGlS\" data-generated-css=\"brz-css-kn1q9\"><span class=\"brz-cp-color3\">Example 1<\/span><\/p>\n<\/div>\n<\/div>\n<\/div>\n<div id=\"\" class=\"brz-css-ott7jz brz-wrapper\">\n<div class=\"brz-video brz-youtube-video brz-video-on-controls-hidden brz-css-1qnzh23\" data-brz-custom-id=\"jfW4oUnoBI8j\">\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\/zdmQlclGGH0?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=\"ca2fa1ec1a15a6f90c38_o9NYXGt3SVVq\" class=\"brz-section brz-css-1w0qivy\">\n<div class=\"brz-section__content brz-section--boxed brz-css-1v5kqpx brz-css-1dqu03f\" data-brz-custom-id=\"q29Ea1L8Svr2\">\n<div class=\"brz-bg\">\n<div class=\"brz-bg-color\"><\/div>\n<\/div>\n<div class=\"brz-container brz-css-1hqswa8\">\n<div class=\"brz-row__container brz-css-2iknth\" data-brz-custom-id=\"jEliBGgtsbY6\">\n<div class=\"brz-bg\"><\/div>\n<div class=\"brz-row brz-css-wxyu9d brz-css-93bn5t\">\n<div class=\"brz-columns brz-css-16z4lu4\" data-brz-custom-id=\"gJSoRnGmWi_q\">\n<div class=\"brz-bg\"><\/div>\n<div class=\"brz-column__items brz-css-1im8rmd\">\n<div id=\"\" class=\"brz-css-ott7jz brz-wrapper\">\n<div class=\"brz-rich-text brz-rich-text__custom brz-css-13rwb8q\" data-brz-custom-id=\"xRcsRvgXs3Te\">\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-ksYZi\" data-generated-css=\"brz-css-qWrfT\" data-uniq-id=\"iHZrH\"><strong class=\"brz-cp-color3\">Example 2<\/strong><\/p>\n<\/div>\n<\/div>\n<\/div>\n<div id=\"\" class=\"brz-css-ott7jz brz-wrapper\">\n<div class=\"brz-video brz-youtube-video brz-video-on-controls-hidden brz-css-1qnzh23\" data-brz-custom-id=\"n1mXItsGyRJR\">\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\/Z5WD2U8NcSI?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-16z4lu4\" data-brz-custom-id=\"vDxryMq4SF5a\">\n<div class=\"brz-bg\"><\/div>\n<div class=\"brz-column__items brz-css-1im8rmd\">\n<div id=\"\" class=\"brz-css-ott7jz brz-wrapper\">\n<div class=\"brz-rich-text brz-rich-text__custom brz-css-13rwb8q\" data-brz-custom-id=\"pEoUdB_NyfTA\">\n<div data-brz-translate-text=\"1\">\n<p class=\"brz-tp-lg-subtitle brz-css-dR4Kh\" data-uniq-id=\"qLGlS\" data-generated-css=\"brz-css-kn1q9\"><span class=\"brz-cp-color3\">Example 1<\/span><\/p>\n<\/div>\n<\/div>\n<\/div>\n<div id=\"\" class=\"brz-css-ott7jz brz-wrapper\">\n<div class=\"brz-video brz-youtube-video brz-video-on-controls-hidden brz-css-1qnzh23\" data-brz-custom-id=\"zT6moVJiz7Rw\">\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:1739966883 --><\/p>\n","protected":false},"excerpt":{"rendered":"<p>06 AA HL &#8211; Differentiation Table of Contents First Principles First Principles SSDD 1 SSDD 2 SSDD 3 Simple Differentiation The Power Rule Differentiate sinx Differentiate cosx Differentiate e to the x Tangents and Normals Equation of a Tangent Equation<\/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-15989","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>HLAA6 - ibmaths<\/title>\n<meta name=\"robots\" content=\"index, follow, max-snippet:-1, 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