{"results":"<div class='relative search-result-item thumbnail-card' data-id='5531' data-is-require-teacher-acknowledgment='false' data-item-type='CollectionItemFolder' data-type='SharedCollection'>\n\n<div class='panel panel-default panel-resource mb-0 border-none'>\n<div class='resource-card-loader'></div>\n<div class='resource-type-banner folder-icon'>\n<div class=\"type-resource type-unit type-folder\"><span class=\"fa-lg banner-outer-icon resource-icon folder-icon resource-icon fa-stack\"><i class=\"fa-solid fa-solid fa-folder-blank fa-stack-1x\"></i><i class=\"fa-solid fa-square mr5 fa-stack-1x banner-inner-icon fa-stack-center\" style=\"transform: translateX(25%);\"></i></span><span class=\"resource-bg\"></span></div>\n<span class='item-count'>\n<span>73</span>\n<span>Items in Unit</span>\n</span>\n</div>\n<div class='thumb-img-wrap-width-helper'></div>\n<div class='thumb-img-wrap'>\n<a class=\"trk-show-resource\" title=\"AP Calculus AB Unit 6: Integration and Accumulation of Change Unit\" href=\"/collections/ap-calculus-ab-unit-6-integration-and-accumulation-of-change\"><img title=\"AP Calculus AB Unit 6: Integration and Accumulation of Change\" alt=\"AP Calculus AB Unit 6: Integration and Accumulation of Change\" class=\"img-responsive resource-img lozad\" id=\"js-collection-thumbnail\" data-default-image=\"https://statictemp.lp.lexp.cloud/images/attachment_defaults/collection/default.png\" data-src=\"//lessonplanet.com/content/resources/thumbnails/446592/large/bwluav9tywdpy2symdixmdiwms0xodcync10ynbhcjcuanbn.jpg?1612194976\" onError=\"handleImageNotLoadedError(this)\" width=\"315\" height=\"220\" src=\"data:image/png;base64,R0lGODlhAQABAAD/ACwAAAAAAQABAAACADs\" />\n</a><i class='fa-solid fa-image fa-6x thumb-img-wrap-icon'></i>\n</div>\n<div class='resource-info-wrap'>\n<div class='resource-info'>\n<div class='resource-info-top overflow-hidden text-ellipsis'>\n<span class='resource-pool-tag'>Lesson Planet Curated</span>\n</div>\n<h4 class='resource-title' title='AP Calculus AB Unit 6: Integration and Accumulation of Change'>\n<a class=\"trk-show-resource\" title=\"AP Calculus AB Unit 6: Integration and Accumulation of Change Unit\" href=\"/collections/ap-calculus-ab-unit-6-integration-and-accumulation-of-change\">AP Calculus AB Unit 6: Integration and Accumulation of Change\n</a></h4>\n<div class='resource-meta text-xs text-gray-600 overflow-hidden text-ellipsis'>\n<i class='lp-icon fa-solid fa-user'></i>\n<span class='resource-audience'>For Teachers</span>\n<i class='lp-icon fa-regular fa-graduation-cap'></i>\n<span class='resource-grade'>11th - 12th</span>\n</div>\n<div class='resource-description-wrap'>\n<div class='resource-description'>\nThe 14 lessons in the AP Calculus AB Unit 6: Integration and Accumulation of Change use informative videos to introduce the topic of each lesson and model procedures. Each resource packet includes a video, worksheets, practice solutions,...\n</div>\n</div>\n<div class='resource-actions bg-white'>\n<a class=\"btn btn-default btn-xs text-xs free-access-btn upgrade-btn\" title=\"Get Free Access to AP Calculus AB Unit 6: Integration and Accumulation of Change Unit\" data-track-click=\"Search result free access button\" data-track-label=\"Search Page\" data-posthog-event=\"Signup: LP Signup Activity\" data-posthog-location=\"body_button_other\" data-remote=\"true\" href=\"/subscription/new?signup_resource_id=5531\"><i class='fa-regular fa-eye'></i>\n<span class='button-text'>Get Free Access</span>\n</a></div>\n</div>\n</div>\n</div>\n\n</div>\n\n<div class='relative search-result-item thumbnail-card' data-id='4503' data-is-require-teacher-acknowledgment='false' data-item-type='CollectionItemFolder' data-type='SharedCollection'>\n\n<div class='panel panel-default panel-resource mb-0 border-none'>\n<div class='resource-card-loader'></div>\n<div class='resource-type-banner folder-icon'>\n<div class=\"type-resource type-topic type-folder\"><span class=\"fa-lg banner-outer-icon resource-icon folder-icon resource-icon fa-stack\"><i class=\"fa-solid fa-solid fa-folder-blank fa-stack-1x\"></i><i class=\"fa-solid fa-play mr5 fa-stack-1x banner-inner-icon fa-stack-center\" style=\"transform: translateX(25%);\"></i></span><span class=\"resource-bg\"></span></div>\n<span class='item-count'>\n<span>38</span>\n<span>Items in Topic</span>\n</span>\n</div>\n<div class='thumb-img-wrap-width-helper'></div>\n<div class='thumb-img-wrap'>\n<a class=\"trk-show-resource\" title=\"AP Calculus AB Topic\" href=\"/collections/ap-calculus-ab\"><img title=\"AP Calculus AB\" alt=\"AP Calculus AB\" class=\"img-responsive resource-img lozad\" id=\"js-collection-thumbnail\" data-default-image=\"https://statictemp.lp.lexp.cloud/images/attachment_defaults/collection/default.png\" data-src=\"//lessonplanet.com/content/resources/thumbnails/334360/large/bwluav9tywdpy2symde3mdewmy0ymjiwmy14axp5zhyuanbn.jpg?1483460345\" onError=\"handleImageNotLoadedError(this)\" width=\"315\" height=\"220\" src=\"data:image/png;base64,R0lGODlhAQABAAD/ACwAAAAAAQABAAACADs\" />\n</a><i class='fa-solid fa-image fa-6x thumb-img-wrap-icon'></i>\n</div>\n<div class='resource-info-wrap'>\n<div class='resource-info'>\n<div class='resource-info-top overflow-hidden text-ellipsis'>\n<span class='resource-pool-tag'>Lesson Planet Curated</span>\n</div>\n<h4 class='resource-title' title='AP Calculus AB'>\n<a class=\"trk-show-resource\" title=\"AP Calculus AB Topic\" href=\"/collections/ap-calculus-ab\">AP Calculus AB\n</a></h4>\n<div class='resource-meta text-xs text-gray-600 overflow-hidden text-ellipsis'>\n<i class='lp-icon fa-solid fa-user'></i>\n<span class='resource-audience'>For Students</span>\n<i class='lp-icon fa-regular fa-graduation-cap'></i>\n<span class='resource-grade'>11th - 12th</span>\n</div>\n<div class='resource-description-wrap'>\n<div class='resource-description'>\nPrepare high school mathematicians for the AP Calculus AB exam with a collection of 38 videos that can be used to introduce the topics or as a review. The videos focus on two processes; differentiating a function and integrating a...\n</div>\n</div>\n<div class='resource-actions bg-white'>\n<a class=\"btn btn-default btn-xs text-xs free-access-btn upgrade-btn\" title=\"Get Free Access to AP Calculus AB Topic\" data-track-click=\"Search result free access button\" data-track-label=\"Search Page\" data-posthog-event=\"Signup: LP Signup Activity\" data-posthog-location=\"body_button_other\" data-remote=\"true\" href=\"/subscription/new?signup_resource_id=4503\"><i class='fa-regular fa-eye'></i>\n<span class='button-text'>Get Free Access</span>\n</a></div>\n</div>\n</div>\n</div>\n\n</div>\n\n<div class='relative search-result-item thumbnail-card no-access' data-id='1071920' data-is-require-teacher-acknowledgment='false' data-item-type='CollectionItemResource' data-type='Resource'>\n\n<div class='panel panel-default panel-resource mb-0 border-none'>\n<div class='resource-card-loader'></div>\n<div class='resource-type-banner'>\n<div class=\"type-resource type-ebook\"><i class=\"fa-solid fa-tablet resource-icon\"></i><span class=\"ml-5 relative z-10\">eBook</span><span class=\"resource-bg\"></span></div>\n</div>\n<div class='thumb-img-wrap-width-helper'></div>\n<div class='thumb-img-wrap'>\n<a class=\"trk-show-resource\" title=\"Calculus Volume 1 Ebook\" href=\"/teachers/calculus-volume-1\"><img class=\"resource-img img-thumbnail img-responsive lozad\" alt=\"Calculus Volume 1 eBook\" title=\"Calculus Volume 1 eBook\" onError=\"handleImageNotLoadedError(this)\" data-default-image=\"https://statictemp.lp.lexp.cloud/images/attachment_defaults/resource/large/missing.png\" data-src=\"//lessonplanet.com/content/resources/thumbnails/404563/large/u2nyzwvux1nob3rfmjaxos0xmc0wm19hdf80ljizlju5x1bnlnbuzw.png?1570145053\" width=\"315\" height=\"220\" src=\"data:image/png;base64,R0lGODlhAQABAAD/ACwAAAAAAQABAAACADs\" />\n</a><i class='fa-solid fa-image fa-6x thumb-img-wrap-icon'></i>\n</div>\n<div class='resource-info-wrap'>\n<div class='resource-info'>\n<div class='resource-info-top overflow-hidden text-ellipsis'>\n<span class='resource-pool-tag'>Rice University</span>\n</div>\n<h4 class='resource-title' title='Calculus Volume 1'>\n<a class=\"trk-show-resource\" title=\"Calculus Volume 1 Ebook\" href=\"/teachers/calculus-volume-1\">Calculus Volume 1\n</a></h4>\n<div class='resource-meta text-xs text-gray-600 overflow-hidden text-ellipsis'>\n<i class='lp-icon fa-solid fa-user'></i>\n<span class='resource-audience'>For Students</span>\n<i class='lp-icon fa-regular fa-graduation-cap'></i>\n<span class='resource-grade'>11th - Higher Ed</span>\n</div>\n<div class='resource-description-wrap'>\n<div class='resource-description'>\nDifferentiate between calculus concepts. The beginning of a helpful calculus resource begins with a short review of functions and moves right into limits to define derivatives. The six-chapter resource continues with applications of...\n</div>\n</div>\n<div class='resource-actions bg-white'>\n<a class=\"btn btn-default btn-xs text-xs free-access-btn upgrade-btn\" title=\"Get Free Access to Calculus Volume 1 Ebook\" data-track-click=\"Search result free access button\" data-track-label=\"Search Page\" data-posthog-event=\"Signup: LP Signup Activity\" data-posthog-location=\"body_button_other\" data-remote=\"true\" href=\"/subscription/new?signup_resource_id=1071920\"><i class='fa-regular fa-eye'></i>\n<span class='button-text'>Get Free Access</span>\n</a><a class=\"btn btn-default btn-xs text-xs trk-show-resource\" title=\"Calculus Volume 1 Ebook\" href=\"/teachers/calculus-volume-1\"><i class='fa-solid fa-list-ul'></i>\n<span class='button-text'>See Review</span>\n</a></div>\n</div>\n</div>\n</div>\n\n</div>\n\n\n<div class='relative search-result-item thumbnail-card no-access' data-id='1052328' data-is-require-teacher-acknowledgment='false' data-item-type='CollectionItemResource' data-type='Resource'>\n\n<div class='panel panel-default panel-resource mb-0 border-none'>\n<div class='resource-card-loader'></div>\n<div class='resource-type-banner'>\n<div class=\"type-resource type-custom\"><i class=\"fa-solid fa-file resource-icon\"></i><span class=\"ml-5 relative z-10\">Handout</span><span class=\"resource-bg\"></span></div>\n</div>\n<div class='thumb-img-wrap-width-helper'></div>\n<div class='thumb-img-wrap'>\n<a class=\"trk-show-resource\" title=\"Math Handbook: Calculus Handout\" href=\"/teachers/math-handbook-calculus\"><img class=\"resource-img img-thumbnail img-responsive lozad\" alt=\"Math Handbook: Calculus Handout\" title=\"Math Handbook: Calculus Handout\" onError=\"handleImageNotLoadedError(this)\" data-default-image=\"https://statictemp.lp.lexp.cloud/images/attachment_defaults/resource/large/FPO-pdf.png\" data-src=\"//lessonplanet.com/content/resources/thumbnails/332497/large/bwluav9tywdpy2symde2mtaxny0zmtu4ms13ehe3bs5qcgc.jpg?1476730045\" width=\"315\" height=\"220\" src=\"data:image/png;base64,R0lGODlhAQABAAD/ACwAAAAAAQABAAACADs\" />\n</a><i class='fa-solid fa-image fa-6x thumb-img-wrap-icon'></i>\n</div>\n<div class='resource-info-wrap'>\n<div class='resource-info'>\n<div class='resource-info-top overflow-hidden text-ellipsis'>\n<span class='resource-pool-tag'>Curated OER</span>\n</div>\n<h4 class='resource-title' title='Math Handbook: Calculus'>\n<a class=\"trk-show-resource\" title=\"Math Handbook: Calculus Handout\" href=\"/teachers/math-handbook-calculus\">Math Handbook: Calculus\n</a></h4>\n<div class='resource-meta text-xs text-gray-600 overflow-hidden text-ellipsis'>\n<i class='lp-icon fa-solid fa-user'></i>\n<span class='resource-audience'>For Students</span>\n<i class='lp-icon fa-regular fa-graduation-cap'></i>\n<span class='resource-grade'>10th - 12th</span>\n</div>\n<div class='resource-description-wrap'>\n<div class='resource-description'>\nIf only there was a reference that listed all the formulas covered in calculus. Luckily, there is. This comprehensive 197-page handbook provides formulas and explanations for all topics in AP Calculus or in a standard college calculus...\n</div>\n</div>\n<div class='resource-actions bg-white'>\n<a class=\"btn btn-default btn-xs text-xs free-access-btn upgrade-btn\" title=\"Get Free Access to Math Handbook: Calculus Handout\" data-track-click=\"Search result free access button\" data-track-label=\"Search Page\" data-posthog-event=\"Signup: LP Signup Activity\" data-posthog-location=\"body_button_resources_tab\" data-remote=\"true\" href=\"/subscription/new?signup_resource_id=1052328\"><i class='fa-regular fa-eye'></i>\n<span class='button-text'>Get Free Access</span>\n</a><a class=\"btn btn-default btn-xs text-xs trk-show-resource\" title=\"Math Handbook: Calculus Handout\" href=\"/teachers/math-handbook-calculus\"><i class='fa-solid fa-list-ul'></i>\n<span class='button-text'>See Review</span>\n</a></div>\n</div>\n</div>\n</div>\n\n</div>\n\n\n<div class='relative search-result-item thumbnail-card no-access' data-id='1076661' data-is-require-teacher-acknowledgment='false' data-item-type='CollectionItemResource' data-type='Resource'>\n\n<div class='panel panel-default panel-resource mb-0 border-none'>\n<div class='resource-card-loader'></div>\n<div class='resource-type-banner'>\n<div class=\"type-resource type-ap-test-prep\"><i class=\"fa-solid fa-file resource-icon\"></i><span class=\"ml-5 relative z-10\">AP Test Prep</span><span class=\"ml10 z-10 video-duration\">17:00</span><span class=\"resource-bg\"></span></div>\n<span class='collection-count'>\n<span class='hide-on-hover'>\n<span class='fa-stack'>\n<i class='fa-stack-1x fa-solid fa-folder-blank'></i>\n<i class='fa-stack-1x fa-solid fa-play inner-icon'></i>\n</span>\n<div class='sc-count'>1</div>\n</span>\n<span class='show-on-hover flex items-center'>\n<span class='fa-stack mr-1'>\n<i class='fa-stack-1x fa-solid fa-folder-blank'></i>\n<i class='fa-stack-1x fa-solid fa-play inner-icon'></i>\n</span>\n<span class='inline-block laptop-l:hidden'>\n1\n</span>\n<span class='hidden laptop-l:inline-block'>\nIn 1 Collection\n</span>\n</span>\n</span>\n</div>\n<div class='thumb-img-wrap-width-helper'></div>\n<div class='thumb-img-wrap'>\n<a class=\"trk-show-resource\" title=\"Calculus AB/BC - Integrating Using Substitution Ap test prep\" href=\"/teachers/calculus-ab-bc-integrating-using-substitution\"><img class=\"resource-img img-thumbnail img-responsive lozad\" alt=\"Calculus AB/BC - Integrating Using Substitution AP Test Prep\" title=\"Calculus AB/BC - Integrating Using Substitution AP Test Prep\" onError=\"handleImageNotLoadedError(this)\" data-default-image=\"https://statictemp.lp.lexp.cloud/images/attachment_defaults/resource/large/missing.png\" data-src=\"//lessonplanet.com/content/resources/thumbnails/447933/large/bwluav9tywdpy2symdixmduwmy0xndczns0xatnpmgrylmpwzw.jpg?1620052469\" width=\"315\" height=\"220\" src=\"data:image/png;base64,R0lGODlhAQABAAD/ACwAAAAAAQABAAACADs\" />\n</a><i class='fa-solid fa-image fa-6x thumb-img-wrap-icon'></i>\n</div>\n<div class='resource-info-wrap'>\n<div class='resource-info'>\n<div class='resource-info-top overflow-hidden text-ellipsis'>\n<span class='resource-pool-tag'>Flipped Math</span>\n</div>\n<h4 class='resource-title' title='Calculus AB/BC - Integrating Using Substitution'>\n<a class=\"trk-show-resource\" title=\"Calculus AB/BC - Integrating Using Substitution Ap test prep\" href=\"/teachers/calculus-ab-bc-integrating-using-substitution\">Calculus AB/BC - Integrating Using Substitution\n</a></h4>\n<div class='resource-meta text-xs text-gray-600 overflow-hidden text-ellipsis'>\n<i class='lp-icon fa-solid fa-user'></i>\n<span class='resource-audience'>For Students</span>\n<i class='lp-icon fa-regular fa-graduation-cap'></i>\n<span class='resource-grade'>10th - 12th</span>\n</div>\n<div class='resource-description-wrap'>\n<div class='resource-description'>\nU is for u-substitution. Viewers of an instructional video learn how to apply u-substitution to determine integrals for more complex functions. They first find indefinite integrals, then move on to definite integrals. \n</div>\n</div>\n<div class='resource-actions bg-white'>\n<a class=\"btn btn-default btn-xs text-xs free-access-btn upgrade-btn\" title=\"Get Free Access to Calculus AB/BC - Integrating Using Substitution Ap test prep\" data-track-click=\"Search result free access button\" data-track-label=\"Search Page\" data-posthog-event=\"Signup: LP Signup Activity\" data-posthog-location=\"body_button_other\" data-remote=\"true\" href=\"/subscription/new?signup_resource_id=1076661\"><i class='fa-regular fa-eye'></i>\n<span class='button-text'>Get Free Access</span>\n</a><a class=\"btn btn-default btn-xs text-xs trk-show-resource\" title=\"Calculus AB/BC - Integrating Using Substitution Ap test prep\" href=\"/teachers/calculus-ab-bc-integrating-using-substitution\"><i class='fa-solid fa-list-ul'></i>\n<span class='button-text'>See Review</span>\n</a></div>\n</div>\n</div>\n</div>\n\n</div>\n\n\n<div class='relative search-result-item thumbnail-card no-access' data-id='761413' data-is-require-teacher-acknowledgment='false' data-item-type='CollectionItemResource' data-type='Resource'>\n\n<div class='panel panel-default panel-resource mb-0 border-none'>\n<div class='resource-card-loader'></div>\n<div class='resource-type-banner'>\n<div class=\"type-resource type-worksheet\"><i class=\"fa-solid fa-pen-to-square resource-icon\"></i><span class=\"ml-5 relative z-10\">Worksheet</span><span class=\"resource-bg\"></span></div>\n</div>\n<div class='thumb-img-wrap-width-helper'></div>\n<div class='thumb-img-wrap'>\n<a class=\"trk-show-resource\" title=\"The Substitution Rule Worksheet\" href=\"/teachers/the-substitution-rule\"><img class=\"resource-img img-thumbnail img-responsive lozad\" alt=\"The Substitution Rule Worksheet\" title=\"The Substitution Rule Worksheet\" onError=\"handleImageNotLoadedError(this)\" data-default-image=\"https://statictemp.lp.lexp.cloud/images/attachment_defaults/resource/large/FPO-pdf.png\" data-src=\"//lessonplanet.com/content/resources/thumbnails/232529/large/nzyxndezlmpwzw.jpg?1414319577\" width=\"315\" height=\"220\" src=\"data:image/png;base64,R0lGODlhAQABAAD/ACwAAAAAAQABAAACADs\" />\n</a><i class='fa-solid fa-image fa-6x thumb-img-wrap-icon'></i>\n</div>\n<div class='resource-info-wrap'>\n<div class='resource-info'>\n<div class='resource-info-top overflow-hidden text-ellipsis'>\n<span class='resource-pool-tag'>Curated OER</span>\n</div>\n<h4 class='resource-title' title='The Substitution Rule'>\n<a class=\"trk-show-resource\" title=\"The Substitution Rule Worksheet\" href=\"/teachers/the-substitution-rule\">The Substitution Rule\n</a></h4>\n<div class='resource-meta text-xs text-gray-600 overflow-hidden text-ellipsis'>\n<i class='lp-icon fa-solid fa-user'></i>\n<span class='resource-audience'>For Students</span>\n<i class='lp-icon fa-regular fa-graduation-cap'></i>\n<span class='resource-grade'>Higher Ed</span>\n</div>\n<div class='resource-description-wrap'>\n<div class='resource-description'>\nIn this college level Calculus worksheet, students use the Substitution Rule to evaluate the given integrals.&nbsp; The one page worksheet contains nineteen problems.&nbsp; Answers are not provided.&nbsp;\n</div>\n</div>\n<div class='resource-actions bg-white'>\n<a class=\"btn btn-default btn-xs text-xs free-access-btn upgrade-btn\" title=\"Get Free Access to The Substitution Rule Worksheet\" data-track-click=\"Search result free access button\" data-track-label=\"Search Page\" data-posthog-event=\"Signup: LP Signup Activity\" data-posthog-location=\"body_button_other\" data-remote=\"true\" href=\"/subscription/new?signup_resource_id=761413\"><i class='fa-regular fa-eye'></i>\n<span class='button-text'>Get Free Access</span>\n</a><a class=\"btn btn-default btn-xs text-xs trk-show-resource\" title=\"The Substitution Rule Worksheet\" href=\"/teachers/the-substitution-rule\"><i class='fa-solid fa-list-ul'></i>\n<span class='button-text'>See Review</span>\n</a></div>\n</div>\n</div>\n</div>\n\n</div>\n\n\n<div class='relative search-result-item thumbnail-card no-access' data-id='346551' data-is-require-teacher-acknowledgment='false' data-item-type='CollectionItemResource' data-type='Resource'>\n\n<div class='panel panel-default panel-resource mb-0 border-none'>\n<div class='resource-card-loader'></div>\n<div class='resource-type-banner'>\n<div class=\"type-resource type-lesson-plan\"><i class=\"fa-solid fa-book resource-icon\"></i><span class=\"ml-5 relative z-10\">Lesson Plan</span><span class=\"resource-bg\"></span></div>\n</div>\n<div class='thumb-img-wrap-width-helper'></div>\n<div class='thumb-img-wrap'>\n<a class=\"trk-show-resource\" title=\"Integration by Substitution Lesson plan\" href=\"/teachers/integration-by-substitution\"><img class=\"resource-img img-thumbnail img-responsive lozad\" alt=\"Integration by Substitution Lesson Plan\" title=\"Integration by Substitution Lesson Plan\" onError=\"handleImageNotLoadedError(this)\" data-default-image=\"https://statictemp.lp.lexp.cloud/images/attachment_defaults/resource/large/FPO-word.png\" data-src=\"//lessonplanet.com/content/resources/thumbnails/41933/large/bwluav9tywdpy2symde3mdmymi0xmzq4mi12cdjrohiuanbn.jpg?1490203854\" width=\"315\" height=\"220\" src=\"data:image/png;base64,R0lGODlhAQABAAD/ACwAAAAAAQABAAACADs\" />\n</a><i class='fa-solid fa-image fa-6x thumb-img-wrap-icon'></i>\n</div>\n<div class='resource-info-wrap'>\n<div class='resource-info'>\n<div class='resource-info-top overflow-hidden text-ellipsis'>\n<span class='resource-pool-tag'>Curated OER</span>\n</div>\n<h4 class='resource-title' title='Integration by Substitution'>\n<a class=\"trk-show-resource\" title=\"Integration by Substitution Lesson plan\" href=\"/teachers/integration-by-substitution\">Integration by Substitution\n</a></h4>\n<div class='resource-meta text-xs text-gray-600 overflow-hidden text-ellipsis'>\n<i class='lp-icon fa-solid fa-user'></i>\n<span class='resource-audience'>For Teachers</span>\n<i class='lp-icon fa-regular fa-graduation-cap'></i>\n<span class='resource-grade'>11th - Higher Ed</span>\n</div>\n<div class='resource-description-wrap'>\n<div class='resource-description'>\nLooking for help in introducing integration by substitution to your calculus students?&nbsp; Here is a lesson that walks a learner through a review of the change rule, and then by starting with more recognizable derivatives, it helps...\n</div>\n</div>\n<div class='resource-actions bg-white'>\n<a class=\"btn btn-default btn-xs text-xs free-access-btn upgrade-btn\" title=\"Get Free Access to Integration by Substitution Lesson plan\" data-track-click=\"Search result free access button\" data-track-label=\"Search Page\" data-posthog-event=\"Signup: LP Signup Activity\" data-posthog-location=\"body_button_resources_tab\" data-remote=\"true\" href=\"/subscription/new?signup_resource_id=346551\"><i class='fa-regular fa-eye'></i>\n<span class='button-text'>Get Free Access</span>\n</a><a class=\"btn btn-default btn-xs text-xs trk-show-resource\" title=\"Integration by Substitution Lesson plan\" href=\"/teachers/integration-by-substitution\"><i class='fa-solid fa-list-ul'></i>\n<span class='button-text'>See Review</span>\n</a></div>\n</div>\n</div>\n</div>\n\n</div>\n\n\n<div class='relative search-result-item thumbnail-card no-access' data-id='1075968' data-is-require-teacher-acknowledgment='false' data-item-type='CollectionItemResource' data-type='Resource'>\n\n<div class='panel panel-default panel-resource mb-0 border-none'>\n<div class='resource-card-loader'></div>\n<div class='resource-type-banner'>\n<div class=\"type-resource type-ap-test-prep\"><i class=\"fa-solid fa-file resource-icon\"></i><span class=\"ml-5 relative z-10\">AP Test Prep</span><span class=\"ml10 z-10 video-duration\">10:09</span><span class=\"resource-bg\"></span></div>\n<span class='collection-count'>\n<span class='hide-on-hover'>\n<span class='fa-stack'>\n<i class='fa-stack-1x fa-solid fa-folder-blank'></i>\n<i class='fa-stack-1x fa-solid fa-play inner-icon'></i>\n</span>\n<div class='sc-count'>1</div>\n</span>\n<span class='show-on-hover flex items-center'>\n<span class='fa-stack mr-1'>\n<i class='fa-stack-1x fa-solid fa-folder-blank'></i>\n<i class='fa-stack-1x fa-solid fa-play inner-icon'></i>\n</span>\n<span class='inline-block laptop-l:hidden'>\n1\n</span>\n<span class='hidden laptop-l:inline-block'>\nIn 1 Collection\n</span>\n</span>\n</span>\n</div>\n<div class='thumb-img-wrap-width-helper'></div>\n<div class='thumb-img-wrap'>\n<a class=\"trk-show-resource\" title=\"Calculus AB/BC - L&#39;Hopital&#39;s Rule Ap test prep\" href=\"/teachers/calculus-ab-bc-lhopitals-rule\"><img class=\"resource-img img-thumbnail img-responsive lozad\" alt=\"Calculus AB/BC - L&#39;Hopital&#39;s Rule AP Test Prep\" title=\"Calculus AB/BC - L&#39;Hopital&#39;s Rule AP Test Prep\" onError=\"handleImageNotLoadedError(this)\" data-default-image=\"https://statictemp.lp.lexp.cloud/images/attachment_defaults/resource/large/missing.png\" data-src=\"//lessonplanet.com/content/resources/thumbnails/446581/large/bwluav9tywdpy2symdixmdiwms02mdqyltf2d2g5bjmuanbn.jpg?1612194306\" width=\"315\" height=\"220\" src=\"data:image/png;base64,R0lGODlhAQABAAD/ACwAAAAAAQABAAACADs\" />\n</a><i class='fa-solid fa-image fa-6x thumb-img-wrap-icon'></i>\n</div>\n<div class='resource-info-wrap'>\n<div class='resource-info'>\n<div class='resource-info-top overflow-hidden text-ellipsis'>\n<span class='resource-pool-tag'>Flipped Math</span>\n</div>\n<h4 class='resource-title' title='Calculus AB/BC - L&#39;Hopital&#39;s Rule'>\n<a class=\"trk-show-resource\" title=\"Calculus AB/BC - L&#39;Hopital&#39;s Rule Ap test prep\" href=\"/teachers/calculus-ab-bc-lhopitals-rule\">Calculus AB/BC - L'Hopital's Rule\n</a></h4>\n<div class='resource-meta text-xs text-gray-600 overflow-hidden text-ellipsis'>\n<i class='lp-icon fa-solid fa-user'></i>\n<span class='resource-audience'>For Students</span>\n<i class='lp-icon fa-regular fa-graduation-cap'></i>\n<span class='resource-grade'>10th - 12th</span>\n</div>\n<div class='resource-description-wrap'>\n<div class='resource-description'>\nDirect substitution fails. Now what? The seventh of eight videos in Unit 4 - Contextual Applications looks at L'Hopital's rule. Scholars learn to take the derivative of both the numerator and denominator of a function when substitution...\n</div>\n</div>\n<div class='resource-actions bg-white'>\n<a class=\"btn btn-default btn-xs text-xs free-access-btn upgrade-btn\" title=\"Get Free Access to Calculus AB/BC - L&#39;Hopital&#39;s Rule Ap test prep\" data-track-click=\"Search result free access button\" data-track-label=\"Search Page\" data-posthog-event=\"Signup: LP Signup Activity\" data-posthog-location=\"body_button_resources_tab\" data-remote=\"true\" href=\"/subscription/new?signup_resource_id=1075968\"><i class='fa-regular fa-eye'></i>\n<span class='button-text'>Get Free Access</span>\n</a><a class=\"btn btn-default btn-xs text-xs trk-show-resource\" title=\"Calculus AB/BC - L&#39;Hopital&#39;s Rule Ap test prep\" href=\"/teachers/calculus-ab-bc-lhopitals-rule\"><i class='fa-solid fa-list-ul'></i>\n<span class='button-text'>See Review</span>\n</a></div>\n</div>\n</div>\n</div>\n\n</div>\n\n\n<div class='relative search-result-item thumbnail-card no-access' data-id='860107' data-is-require-teacher-acknowledgment='false' data-item-type='CollectionItemResource' data-type='Resource'>\n\n<div class='panel panel-default panel-resource mb-0 border-none'>\n<div class='resource-card-loader'></div>\n<div class='resource-type-banner'>\n<div class=\"type-resource type-interactive\"><i class=\"fa-solid fa-hand resource-icon\"></i><span class=\"ml-5 relative z-10\">Interactive</span><span class=\"resource-bg\"></span></div>\n</div>\n<div class='thumb-img-wrap-width-helper'></div>\n<div class='thumb-img-wrap'>\n<a class=\"trk-show-resource\" title=\"The Method of U-Substitution Interactive\" href=\"/teachers/the-method-of-u-substitution\"><img class=\"resource-img img-thumbnail img-responsive lozad\" alt=\"The Method of U-Substitution Interactive\" title=\"The Method of U-Substitution Interactive\" onError=\"handleImageNotLoadedError(this)\" data-default-image=\"https://statictemp.lp.lexp.cloud/images/attachment_defaults/resource/large/missing.png\" data-src=\"//lessonplanet.com/content/resources/thumbnails/276854/large/bwluav9tywdpy2symde3mdqxmc0ynzy4ny1noduyz3iuanbn.jpg?1491866844\" width=\"315\" height=\"220\" src=\"data:image/png;base64,R0lGODlhAQABAAD/ACwAAAAAAQABAAACADs\" />\n</a><i class='fa-solid fa-image fa-6x thumb-img-wrap-icon'></i>\n</div>\n<div class='resource-info-wrap'>\n<div class='resource-info'>\n<div class='resource-info-top overflow-hidden text-ellipsis'>\n<span class='resource-pool-tag'>Curated OER</span>\n</div>\n<h4 class='resource-title' title='The Method of U-Substitution'>\n<a class=\"trk-show-resource\" title=\"The Method of U-Substitution Interactive\" href=\"/teachers/the-method-of-u-substitution\">The Method of U-Substitution\n</a></h4>\n<div class='resource-meta text-xs text-gray-600 overflow-hidden text-ellipsis'>\n<i class='lp-icon fa-solid fa-user'></i>\n<span class='resource-audience'>For Students</span>\n<i class='lp-icon fa-regular fa-graduation-cap'></i>\n<span class='resource-grade'>9th - 10th</span>\n</div>\n<div class='resource-description-wrap'>\n<div class='resource-description'>\nIn this calculus activity, students solve problems using U-Substitution. They find antiderivatives&nbsp; using indefinite integrals. There are 18 questions with an answer key.\n</div>\n</div>\n<div class='resource-actions bg-white'>\n<a class=\"btn btn-default btn-xs text-xs free-access-btn upgrade-btn\" title=\"Get Free Access to The Method of U-Substitution Interactive\" data-track-click=\"Search result free access button\" data-track-label=\"Search Page\" data-posthog-event=\"Signup: LP Signup Activity\" data-posthog-location=\"body_button_other\" data-remote=\"true\" href=\"/subscription/new?signup_resource_id=860107\"><i class='fa-regular fa-eye'></i>\n<span class='button-text'>Get Free Access</span>\n</a><a class=\"btn btn-default btn-xs text-xs trk-show-resource\" title=\"The Method of U-Substitution Interactive\" href=\"/teachers/the-method-of-u-substitution\"><i class='fa-solid fa-list-ul'></i>\n<span class='button-text'>See Review</span>\n</a></div>\n</div>\n</div>\n</div>\n\n</div>\n\n\n<div class='relative search-result-item thumbnail-card no-access' data-id='1061571' data-is-require-teacher-acknowledgment='false' data-item-type='CollectionItemResource' data-type='Resource'>\n\n<div class='panel panel-default panel-resource mb-0 border-none'>\n<div class='resource-card-loader'></div>\n<div class='resource-type-banner'>\n<div class=\"type-resource type-instructional-video\"><i class=\"fa-solid fa-circle-play resource-icon\"></i><span class=\"ml-5 relative z-10\">Instructional Video</span><span class=\"ml10 z-10 video-duration\">5:06</span><span class=\"resource-bg\"></span></div>\n<span class='collection-count'>\n<span class='hide-on-hover'>\n<span class='fa-stack'>\n<i class='fa-stack-1x fa-solid fa-folder-blank'></i>\n<i class='fa-stack-1x fa-solid fa-play inner-icon'></i>\n</span>\n<div class='sc-count'>1</div>\n</span>\n<span class='show-on-hover flex items-center'>\n<span class='fa-stack mr-1'>\n<i class='fa-stack-1x fa-solid fa-folder-blank'></i>\n<i class='fa-stack-1x fa-solid fa-play inner-icon'></i>\n</span>\n<span class='inline-block laptop-l:hidden'>\n1\n</span>\n<span class='hidden laptop-l:inline-block'>\nIn 1 Collection\n</span>\n</span>\n</span>\n</div>\n<div class='thumb-img-wrap-width-helper'></div>\n<div class='thumb-img-wrap'>\n<a class=\"trk-show-resource\" title=\"Derivatives of Inverse Trig Functions - Arcsin Instructional video\" href=\"/teachers/derivatives-of-inverse-trig-functions-arcsin\"><img class=\"resource-img img-thumbnail img-responsive lozad\" alt=\"Derivatives of Inverse Trig Functions - Arcsin Instructional Video\" title=\"Derivatives of Inverse Trig Functions - Arcsin Instructional Video\" onError=\"handleImageNotLoadedError(this)\" data-default-image=\"https://statictemp.lp.lexp.cloud/images/attachment_defaults/resource/large/missing.png\" data-src=\"//lessonplanet.com/content/resources/thumbnails/340444/large/bwluav9tywdpy2symde3mtayos0ymta5ltjqbmlyds5qcgc.jpg?1509323280\" width=\"315\" height=\"220\" src=\"data:image/png;base64,R0lGODlhAQABAAD/ACwAAAAAAQABAAACADs\" />\n</a><i class='fa-solid fa-image fa-6x thumb-img-wrap-icon'></i>\n</div>\n<div class='resource-info-wrap'>\n<div class='resource-info'>\n<div class='resource-info-top overflow-hidden text-ellipsis'>\n<span class='resource-pool-tag'>Krista King Math</span>\n</div>\n<h4 class='resource-title' title='Derivatives of Inverse Trig Functions - Arcsin'>\n<a class=\"trk-show-resource\" title=\"Derivatives of Inverse Trig Functions - Arcsin Instructional video\" href=\"/teachers/derivatives-of-inverse-trig-functions-arcsin\">Derivatives of Inverse Trig Functions - Arcsin\n</a></h4>\n<div class='resource-meta text-xs text-gray-600 overflow-hidden text-ellipsis'>\n<i class='lp-icon fa-solid fa-user'></i>\n<span class='resource-audience'>For Students</span>\n<i class='lp-icon fa-regular fa-graduation-cap'></i>\n<span class='resource-grade'>11th - Higher Ed</span>\n</div>\n<div class='resource-description-wrap'>\n<div class='resource-description'>\nPut another link in the chain. With the aid of the chain rule, the presentation shows how to take the derivative of an arcsin function with a binomial argument. The 15th video in a 31-part series goes on to work through the...\n</div>\n</div>\n<div class='resource-actions bg-white'>\n<a class=\"btn btn-default btn-xs text-xs free-access-btn upgrade-btn\" title=\"Get Free Access to Derivatives of Inverse Trig Functions - Arcsin Instructional video\" data-track-click=\"Search result free access button\" data-track-label=\"Search Page\" data-posthog-event=\"Signup: LP Signup Activity\" data-posthog-location=\"body_button_other\" data-remote=\"true\" href=\"/subscription/new?signup_resource_id=1061571\"><i class='fa-regular fa-eye'></i>\n<span class='button-text'>Get Free Access</span>\n</a><a class=\"btn btn-default btn-xs text-xs trk-show-resource\" title=\"Derivatives of Inverse Trig Functions - Arcsin Instructional video\" href=\"/teachers/derivatives-of-inverse-trig-functions-arcsin\"><i class='fa-solid fa-list-ul'></i>\n<span class='button-text'>See Review</span>\n</a></div>\n</div>\n</div>\n</div>\n\n</div>\n\n\n<div class='relative search-result-item thumbnail-card no-access' data-id='832317' data-is-require-teacher-acknowledgment='false' data-item-type='CollectionItemResource' data-type='Resource'>\n\n<div class='panel panel-default panel-resource mb-0 border-none'>\n<div class='resource-card-loader'></div>\n<div class='resource-type-banner'>\n<div class=\"type-resource type-interactive\"><i class=\"fa-solid fa-hand resource-icon\"></i><span class=\"ml-5 relative z-10\">Interactive</span><span class=\"resource-bg\"></span></div>\n</div>\n<div class='thumb-img-wrap-width-helper'></div>\n<div class='thumb-img-wrap'>\n<a class=\"trk-show-resource\" title=\"Word Problems Interactive\" href=\"/teachers/word-problems-10th-11th\"><img class=\"resource-img img-thumbnail img-responsive lozad\" alt=\"Word Problems Interactive\" title=\"Word Problems Interactive\" onError=\"handleImageNotLoadedError(this)\" data-default-image=\"https://statictemp.lp.lexp.cloud/images/attachment_defaults/resource/large/missing.png\" data-src=\"//lessonplanet.com/content/resources/thumbnails/89626/large/bwluav9tywdpy2symde3mdmymy0ymzkznc01nwrnnnquanbn.jpg?1490330318\" width=\"315\" height=\"220\" src=\"data:image/png;base64,R0lGODlhAQABAAD/ACwAAAAAAQABAAACADs\" />\n</a><i class='fa-solid fa-image fa-6x thumb-img-wrap-icon'></i>\n</div>\n<div class='resource-info-wrap'>\n<div class='resource-info'>\n<div class='resource-info-top overflow-hidden text-ellipsis'>\n<span class='resource-pool-tag'>Curated OER</span>\n</div>\n<h4 class='resource-title' title='Word Problems'>\n<a class=\"trk-show-resource\" title=\"Word Problems Interactive\" href=\"/teachers/word-problems-10th-11th\">Word Problems\n</a></h4>\n<div class='resource-meta text-xs text-gray-600 overflow-hidden text-ellipsis'>\n<i class='lp-icon fa-solid fa-user'></i>\n<span class='resource-audience'>For Students</span>\n<i class='lp-icon fa-regular fa-graduation-cap'></i>\n<span class='resource-grade'>10th - 11th</span>\n</div>\n<div class='resource-description-wrap'>\n<div class='resource-description'>\nFor this calculus worksheet, students use integration to solve word problems they differentiate between integration and anti derivatives, and between definite and indefinite integrals. There are 3 questions with an answer key.\n</div>\n</div>\n<div class='resource-actions bg-white'>\n<a class=\"btn btn-default btn-xs text-xs free-access-btn upgrade-btn\" title=\"Get Free Access to Word Problems Interactive\" data-track-click=\"Search result free access button\" data-track-label=\"Search Page\" data-posthog-event=\"Signup: LP Signup Activity\" data-posthog-location=\"body_button_resources_tab\" data-remote=\"true\" href=\"/subscription/new?signup_resource_id=832317\"><i class='fa-regular fa-eye'></i>\n<span class='button-text'>Get Free Access</span>\n</a><a class=\"btn btn-default btn-xs text-xs trk-show-resource\" title=\"Word Problems Interactive\" href=\"/teachers/word-problems-10th-11th\"><i class='fa-solid fa-list-ul'></i>\n<span class='button-text'>See Review</span>\n</a></div>\n</div>\n</div>\n</div>\n\n</div>\n\n\n<div class='relative search-result-item thumbnail-card no-access' data-id='860108' data-is-require-teacher-acknowledgment='false' data-item-type='CollectionItemResource' data-type='Resource'>\n\n<div class='panel panel-default panel-resource mb-0 border-none'>\n<div class='resource-card-loader'></div>\n<div class='resource-type-banner'>\n<div class=\"type-resource type-worksheet\"><i class=\"fa-solid fa-pen-to-square resource-icon\"></i><span class=\"ml-5 relative z-10\">Worksheet</span><span class=\"resource-bg\"></span></div>\n</div>\n<div class='thumb-img-wrap-width-helper'></div>\n<div class='thumb-img-wrap'>\n<a class=\"trk-show-resource\" title=\"The Integration of Exponential Functions Worksheet\" href=\"/teachers/the-integration-of-exponential-functions\"><img class=\"resource-img img-thumbnail img-responsive lozad\" alt=\"The Integration of Exponential Functions Worksheet\" title=\"The Integration of Exponential Functions Worksheet\" onError=\"handleImageNotLoadedError(this)\" data-default-image=\"https://statictemp.lp.lexp.cloud/images/attachment_defaults/resource/large/missing.png\" data-src=\"//lessonplanet.com/content/resources/thumbnails/276795/large/odywmta4lmpwzw.jpg?1414473967\" width=\"315\" height=\"220\" src=\"data:image/png;base64,R0lGODlhAQABAAD/ACwAAAAAAQABAAACADs\" />\n</a><i class='fa-solid fa-image fa-6x thumb-img-wrap-icon'></i>\n</div>\n<div class='resource-info-wrap'>\n<div class='resource-info'>\n<div class='resource-info-top overflow-hidden text-ellipsis'>\n<span class='resource-pool-tag'>Curated OER</span>\n</div>\n<h4 class='resource-title' title='The Integration of Exponential Functions'>\n<a class=\"trk-show-resource\" title=\"The Integration of Exponential Functions Worksheet\" href=\"/teachers/the-integration-of-exponential-functions\">The Integration of Exponential Functions\n</a></h4>\n<div class='resource-meta text-xs text-gray-600 overflow-hidden text-ellipsis'>\n<i class='lp-icon fa-solid fa-user'></i>\n<span class='resource-audience'>For Students</span>\n<i class='lp-icon fa-regular fa-graduation-cap'></i>\n<span class='resource-grade'>11th - 12th</span>\n</div>\n<div class='resource-description-wrap'>\n<div class='resource-description'>\nIn this calculus activity, students solve problems using integration. They solve exponential functions using differentiation formulas. There are 12 problems with an answer key.\n</div>\n</div>\n<div class='resource-actions bg-white'>\n<a class=\"btn btn-default btn-xs text-xs free-access-btn upgrade-btn\" title=\"Get Free Access to The Integration of Exponential Functions Worksheet\" data-track-click=\"Search result free access button\" data-track-label=\"Search Page\" data-posthog-event=\"Signup: LP Signup Activity\" data-posthog-location=\"body_button_other\" data-remote=\"true\" href=\"/subscription/new?signup_resource_id=860108\"><i class='fa-regular fa-eye'></i>\n<span class='button-text'>Get Free Access</span>\n</a><a class=\"btn btn-default btn-xs text-xs trk-show-resource\" title=\"The Integration of Exponential Functions Worksheet\" href=\"/teachers/the-integration-of-exponential-functions\"><i class='fa-solid fa-list-ul'></i>\n<span class='button-text'>See Review</span>\n</a></div>\n</div>\n</div>\n</div>\n\n</div>\n\n\n<div class='relative search-result-item thumbnail-card no-access' data-id='860110' data-is-require-teacher-acknowledgment='false' data-item-type='CollectionItemResource' data-type='Resource'>\n\n<div class='panel panel-default panel-resource mb-0 border-none'>\n<div class='resource-card-loader'></div>\n<div class='resource-type-banner'>\n<div class=\"type-resource type-interactive\"><i class=\"fa-solid fa-hand resource-icon\"></i><span class=\"ml-5 relative z-10\">Interactive</span><span class=\"resource-bg\"></span></div>\n</div>\n<div class='thumb-img-wrap-width-helper'></div>\n<div class='thumb-img-wrap'>\n<a class=\"trk-show-resource\" title=\"The Method of Integration by Parts Interactive\" href=\"/teachers/the-method-of-integration-by-parts\"><img class=\"resource-img img-thumbnail img-responsive lozad\" alt=\"The Method of Integration by Parts Interactive\" title=\"The Method of Integration by Parts Interactive\" onError=\"handleImageNotLoadedError(this)\" data-default-image=\"https://statictemp.lp.lexp.cloud/images/attachment_defaults/resource/large/missing.png\" data-src=\"//lessonplanet.com/content/resources/thumbnails/276855/large/bwluav9tywdpy2symde3mdqxmc0znzyyltfyd3flnmsuanbn.jpg?1491866847\" width=\"315\" height=\"220\" src=\"data:image/png;base64,R0lGODlhAQABAAD/ACwAAAAAAQABAAACADs\" />\n</a><i class='fa-solid fa-image fa-6x thumb-img-wrap-icon'></i>\n</div>\n<div class='resource-info-wrap'>\n<div class='resource-info'>\n<div class='resource-info-top overflow-hidden text-ellipsis'>\n<span class='resource-pool-tag'>Curated OER</span>\n</div>\n<h4 class='resource-title' title='The Method of Integration by Parts'>\n<a class=\"trk-show-resource\" title=\"The Method of Integration by Parts Interactive\" href=\"/teachers/the-method-of-integration-by-parts\">The Method of Integration by Parts\n</a></h4>\n<div class='resource-meta text-xs text-gray-600 overflow-hidden text-ellipsis'>\n<i class='lp-icon fa-solid fa-user'></i>\n<span class='resource-audience'>For Students</span>\n<i class='lp-icon fa-regular fa-graduation-cap'></i>\n<span class='resource-grade'>11th - 12th</span>\n</div>\n<div class='resource-description-wrap'>\n<div class='resource-description'>\nIn this calculus instructional activity, students perform integration by parts. They solve differential equations as they use integration by part to solve unlike terms. There are 23 problems with an answer key.\n</div>\n</div>\n<div class='resource-actions bg-white'>\n<a class=\"btn btn-default btn-xs text-xs free-access-btn upgrade-btn\" title=\"Get Free Access to The Method of Integration by Parts Interactive\" data-track-click=\"Search result free access button\" data-track-label=\"Search Page\" data-posthog-event=\"Signup: LP Signup Activity\" data-posthog-location=\"body_button_other\" data-remote=\"true\" href=\"/subscription/new?signup_resource_id=860110\"><i class='fa-regular fa-eye'></i>\n<span class='button-text'>Get Free Access</span>\n</a><a class=\"btn btn-default btn-xs text-xs trk-show-resource\" title=\"The Method of Integration by Parts Interactive\" href=\"/teachers/the-method-of-integration-by-parts\"><i class='fa-solid fa-list-ul'></i>\n<span class='button-text'>See Review</span>\n</a></div>\n</div>\n</div>\n</div>\n\n</div>\n\n\n<div class='relative search-result-item thumbnail-card no-access' data-id='541237' data-is-require-teacher-acknowledgment='false' data-item-type='CollectionItemResource' data-type='Resource'>\n\n<div class='panel panel-default panel-resource mb-0 border-none'>\n<div class='resource-card-loader'></div>\n<div class='resource-type-banner'>\n<div class=\"type-resource type-lesson-plan\"><i class=\"fa-solid fa-book resource-icon\"></i><span class=\"ml-5 relative z-10\">Lesson Plan</span><span class=\"resource-bg\"></span></div>\n</div>\n<div class='thumb-img-wrap-width-helper'></div>\n<div class='thumb-img-wrap'>\n<a class=\"trk-show-resource\" title=\"TI-89 Activities for PreCalculus and AP Calculus Lesson plan\" href=\"/teachers/ti-89-activities-for-precalculus-and-ap-calculus\"><img class=\"resource-img img-thumbnail img-responsive lozad\" alt=\"TI-89 Activities for PreCalculus and AP Calculus Lesson Plan\" title=\"TI-89 Activities for PreCalculus and AP Calculus Lesson Plan\" onError=\"handleImageNotLoadedError(this)\" data-default-image=\"https://statictemp.lp.lexp.cloud/images/attachment_defaults/resource/large/missing.png\" data-src=\"//lessonplanet.com/content/resources/thumbnails/158020/large/cgrmlwnvbnzlcnqymdezmdmzmc00nzuxltf2ehlzm3quanbn.jpg?1414259364\" width=\"315\" height=\"220\" src=\"data:image/png;base64,R0lGODlhAQABAAD/ACwAAAAAAQABAAACADs\" />\n</a><i class='fa-solid fa-image fa-6x thumb-img-wrap-icon'></i>\n</div>\n<div class='resource-info-wrap'>\n<div class='resource-info'>\n<div class='resource-info-top overflow-hidden text-ellipsis'>\n<span class='resource-pool-tag'>Curated OER</span>\n</div>\n<h4 class='resource-title' title='TI-89 Activities for PreCalculus and AP Calculus'>\n<a class=\"trk-show-resource\" title=\"TI-89 Activities for PreCalculus and AP Calculus Lesson plan\" href=\"/teachers/ti-89-activities-for-precalculus-and-ap-calculus\">TI-89 Activities for PreCalculus and AP Calculus\n</a></h4>\n<div class='resource-meta text-xs text-gray-600 overflow-hidden text-ellipsis'>\n<i class='lp-icon fa-solid fa-user'></i>\n<span class='resource-audience'>For Teachers</span>\n<i class='lp-icon fa-regular fa-graduation-cap'></i>\n<span class='resource-grade'>9th - 12th</span>\n<i class='lp-icon fa-regular fa-circle-check'></i>\n<span class='resource-standards'>Standards</span>\n</div>\n<div class='resource-description-wrap'>\n<div class='resource-description'>\nUsing the TI-89 calculator, high schoolers explore the statistical, graphical and symbolic capabilities of the TI-89.&nbsp; Students investigate topics such as solving systems of equations, finding inverse functions, summations,...\n</div>\n</div>\n<div class='resource-actions bg-white'>\n<a class=\"btn btn-default btn-xs text-xs free-access-btn upgrade-btn\" title=\"Get Free Access to TI-89 Activities for PreCalculus and AP Calculus Lesson plan\" data-track-click=\"Search result free access button\" data-track-label=\"Search Page\" data-posthog-event=\"Signup: LP Signup Activity\" data-posthog-location=\"body_button_other\" data-remote=\"true\" href=\"/subscription/new?signup_resource_id=541237\"><i class='fa-regular fa-eye'></i>\n<span class='button-text'>Get Free Access</span>\n</a><a class=\"btn btn-default btn-xs text-xs trk-show-resource\" title=\"TI-89 Activities for PreCalculus and AP Calculus Lesson plan\" href=\"/teachers/ti-89-activities-for-precalculus-and-ap-calculus\"><i class='fa-solid fa-list-ul'></i>\n<span class='button-text'>See Review</span>\n</a></div>\n</div>\n</div>\n</div>\n\n</div>\n\n\n<div class='relative search-result-item thumbnail-card no-access' data-id='820843' data-is-require-teacher-acknowledgment='false' data-item-type='CollectionItemResource' data-type='Resource'>\n\n<div class='panel panel-default panel-resource mb-0 border-none'>\n<div class='resource-card-loader'></div>\n<div class='resource-type-banner'>\n<div class=\"type-resource type-lesson-plan\"><i class=\"fa-solid fa-book resource-icon\"></i><span class=\"ml-5 relative z-10\">Lesson Plan</span><span class=\"resource-bg\"></span></div>\n</div>\n<div class='thumb-img-wrap-width-helper'></div>\n<div class='thumb-img-wrap'>\n<a class=\"trk-show-resource\" title=\"Review for Test on sections 6.2-6.3 Lesson plan\" href=\"/teachers/review-for-test-on-sections-62-63\"><img class=\"resource-img img-thumbnail img-responsive lozad\" alt=\"Review for Test on sections 6.2-6.3 Lesson Plan\" title=\"Review for Test on sections 6.2-6.3 Lesson Plan\" onError=\"handleImageNotLoadedError(this)\" data-default-image=\"https://statictemp.lp.lexp.cloud/images/attachment_defaults/resource/large/missing.png\" data-src=\"//lessonplanet.com/content/resources/thumbnails/260358/large/bwluav9tywdpy2symde3mdqxmc0znzuylxpxc2k4as5qcgc.jpg?1491813997\" width=\"315\" height=\"220\" src=\"data:image/png;base64,R0lGODlhAQABAAD/ACwAAAAAAQABAAACADs\" />\n</a><i class='fa-solid fa-image fa-6x thumb-img-wrap-icon'></i>\n</div>\n<div class='resource-info-wrap'>\n<div class='resource-info'>\n<div class='resource-info-top overflow-hidden text-ellipsis'>\n<span class='resource-pool-tag'>Curated OER</span>\n</div>\n<h4 class='resource-title' title='Review for Test on sections 6.2-6.3'>\n<a class=\"trk-show-resource\" title=\"Review for Test on sections 6.2-6.3 Lesson plan\" href=\"/teachers/review-for-test-on-sections-62-63\">Review for Test on sections 6.2-6.3\n</a></h4>\n<div class='resource-meta text-xs text-gray-600 overflow-hidden text-ellipsis'>\n<i class='lp-icon fa-solid fa-user'></i>\n<span class='resource-audience'>For Teachers</span>\n<i class='lp-icon fa-regular fa-graduation-cap'></i>\n<span class='resource-grade'>12th</span>\n</div>\n<div class='resource-description-wrap'>\n<div class='resource-description'>\nTwelfth graders review integration techniques to get ready for their test. In this calculus lesson, 12th graders review integrals, trig substitution, integration by parts, trapezoidal rules and simpson's rule in preparation for a test....\n</div>\n</div>\n<div class='resource-actions bg-white'>\n<a class=\"btn btn-default btn-xs text-xs free-access-btn upgrade-btn\" title=\"Get Free Access to Review for Test on sections 6.2-6.3 Lesson plan\" data-track-click=\"Search result free access button\" data-track-label=\"Search Page\" data-posthog-event=\"Signup: LP Signup Activity\" data-posthog-location=\"body_button_other\" data-remote=\"true\" href=\"/subscription/new?signup_resource_id=820843\"><i class='fa-regular fa-eye'></i>\n<span class='button-text'>Get Free Access</span>\n</a><a class=\"btn btn-default btn-xs text-xs trk-show-resource\" title=\"Review for Test on sections 6.2-6.3 Lesson plan\" href=\"/teachers/review-for-test-on-sections-62-63\"><i class='fa-solid fa-list-ul'></i>\n<span class='button-text'>See Review</span>\n</a></div>\n</div>\n</div>\n</div>\n\n</div>\n\n\n<div class='relative search-result-item thumbnail-card no-access' data-id='820888' data-is-require-teacher-acknowledgment='false' data-item-type='CollectionItemResource' data-type='Resource'>\n\n<div class='panel panel-default panel-resource mb-0 border-none'>\n<div class='resource-card-loader'></div>\n<div class='resource-type-banner'>\n<div class=\"type-resource type-lesson-plan\"><i class=\"fa-solid fa-book resource-icon\"></i><span class=\"ml-5 relative z-10\">Lesson Plan</span><span class=\"resource-bg\"></span></div>\n</div>\n<div class='thumb-img-wrap-width-helper'></div>\n<div class='thumb-img-wrap'>\n<a class=\"trk-show-resource\" title=\"Test on Chapter 8 Lesson plan\" href=\"/teachers/test-on-chapter-8\"><img class=\"resource-img img-thumbnail img-responsive lozad\" alt=\"Test on Chapter 8 Lesson Plan\" title=\"Test on Chapter 8 Lesson Plan\" onError=\"handleImageNotLoadedError(this)\" data-default-image=\"https://statictemp.lp.lexp.cloud/images/attachment_defaults/resource/large/missing.png\" data-src=\"//lessonplanet.com/content/resources/thumbnails/260371/large/bwluav9tywdpy2symde3mdqxmc0znzqwlww0ohv4bi5qcgc.jpg?1491814039\" width=\"315\" height=\"220\" src=\"data:image/png;base64,R0lGODlhAQABAAD/ACwAAAAAAQABAAACADs\" />\n</a><i class='fa-solid fa-image fa-6x thumb-img-wrap-icon'></i>\n</div>\n<div class='resource-info-wrap'>\n<div class='resource-info'>\n<div class='resource-info-top overflow-hidden text-ellipsis'>\n<span class='resource-pool-tag'>Curated OER</span>\n</div>\n<h4 class='resource-title' title='Test on Chapter 8'>\n<a class=\"trk-show-resource\" title=\"Test on Chapter 8 Lesson plan\" href=\"/teachers/test-on-chapter-8\">Test on Chapter 8\n</a></h4>\n<div class='resource-meta text-xs text-gray-600 overflow-hidden text-ellipsis'>\n<i class='lp-icon fa-solid fa-user'></i>\n<span class='resource-audience'>For Teachers</span>\n<i class='lp-icon fa-regular fa-graduation-cap'></i>\n<span class='resource-grade'>12th</span>\n</div>\n<div class='resource-description-wrap'>\n<div class='resource-description'>\nTwelfth graders review integration techniques to get ready for their test. In this calculus lesson, 12th graders review integrals, trig substitution, integration by parts, trapezoidal rules and simpson's rule in preparation for a test....\n</div>\n</div>\n<div class='resource-actions bg-white'>\n<a class=\"btn btn-default btn-xs text-xs free-access-btn upgrade-btn\" title=\"Get Free Access to Test on Chapter 8 Lesson plan\" data-track-click=\"Search result free access button\" data-track-label=\"Search Page\" data-posthog-event=\"Signup: LP Signup Activity\" data-posthog-location=\"body_button_other\" data-remote=\"true\" href=\"/subscription/new?signup_resource_id=820888\"><i class='fa-regular fa-eye'></i>\n<span class='button-text'>Get Free Access</span>\n</a><a class=\"btn btn-default btn-xs text-xs trk-show-resource\" title=\"Test on Chapter 8 Lesson plan\" href=\"/teachers/test-on-chapter-8\"><i class='fa-solid fa-list-ul'></i>\n<span class='button-text'>See Review</span>\n</a></div>\n</div>\n</div>\n</div>\n\n</div>\n\n\n<div class='relative search-result-item thumbnail-card no-access' data-id='820887' data-is-require-teacher-acknowledgment='false' data-item-type='CollectionItemResource' data-type='Resource'>\n\n<div class='panel panel-default panel-resource mb-0 border-none'>\n<div class='resource-card-loader'></div>\n<div class='resource-type-banner'>\n<div class=\"type-resource type-lesson-plan\"><i class=\"fa-solid fa-book resource-icon\"></i><span class=\"ml-5 relative z-10\">Lesson Plan</span><span class=\"resource-bg\"></span></div>\n</div>\n<div class='thumb-img-wrap-width-helper'></div>\n<div class='thumb-img-wrap'>\n<a class=\"trk-show-resource\" title=\"Review of Techniques of Integration Lesson plan\" href=\"/teachers/review-of-techniques-of-integration\"><img class=\"resource-img img-thumbnail img-responsive lozad\" alt=\"Review of Techniques of Integration Lesson Plan\" title=\"Review of Techniques of Integration Lesson Plan\" onError=\"handleImageNotLoadedError(this)\" data-default-image=\"https://statictemp.lp.lexp.cloud/images/attachment_defaults/resource/large/missing.png\" data-src=\"//lessonplanet.com/content/resources/thumbnails/259529/large/odiwodg3lmpwzw.jpg?1294930629\" width=\"315\" height=\"220\" src=\"data:image/png;base64,R0lGODlhAQABAAD/ACwAAAAAAQABAAACADs\" />\n</a><i class='fa-solid fa-image fa-6x thumb-img-wrap-icon'></i>\n</div>\n<div class='resource-info-wrap'>\n<div class='resource-info'>\n<div class='resource-info-top overflow-hidden text-ellipsis'>\n<span class='resource-pool-tag'>Curated OER</span>\n</div>\n<h4 class='resource-title' title='Review of Techniques of Integration'>\n<a class=\"trk-show-resource\" title=\"Review of Techniques of Integration Lesson plan\" href=\"/teachers/review-of-techniques-of-integration\">Review of Techniques of Integration\n</a></h4>\n<div class='resource-meta text-xs text-gray-600 overflow-hidden text-ellipsis'>\n<i class='lp-icon fa-solid fa-user'></i>\n<span class='resource-audience'>For Teachers</span>\n<i class='lp-icon fa-regular fa-graduation-cap'></i>\n<span class='resource-grade'>12th</span>\n</div>\n<div class='resource-description-wrap'>\n<div class='resource-description'>\nTwelfth graders review techniques of integration. In this calculus lesson plan, 12th graders review integration by parts, integrals with powers, trig substitution, and simpson's rule for a chapter 8 test. They review with a right angle...\n</div>\n</div>\n<div class='resource-actions bg-white'>\n<a class=\"btn btn-default btn-xs text-xs free-access-btn upgrade-btn\" title=\"Get Free Access to Review of Techniques of Integration Lesson plan\" data-track-click=\"Search result free access button\" data-track-label=\"Search Page\" data-posthog-event=\"Signup: LP Signup Activity\" data-posthog-location=\"body_button_other\" data-remote=\"true\" href=\"/subscription/new?signup_resource_id=820887\"><i class='fa-regular fa-eye'></i>\n<span class='button-text'>Get Free Access</span>\n</a><a class=\"btn btn-default btn-xs text-xs trk-show-resource\" title=\"Review of Techniques of Integration Lesson plan\" href=\"/teachers/review-of-techniques-of-integration\"><i class='fa-solid fa-list-ul'></i>\n<span class='button-text'>See Review</span>\n</a></div>\n</div>\n</div>\n</div>\n\n</div>\n\n\n<div class='relative search-result-item thumbnail-card no-access' data-id='601840' data-is-require-teacher-acknowledgment='false' data-item-type='CollectionItemResource' data-type='Resource'>\n\n<div class='panel panel-default panel-resource mb-0 border-none'>\n<div class='resource-card-loader'></div>\n<div class='resource-type-banner'>\n<div class=\"type-resource type-worksheet\"><i class=\"fa-solid fa-pen-to-square resource-icon\"></i><span class=\"ml-5 relative z-10\">Worksheet</span><span class=\"resource-bg\"></span></div>\n</div>\n<div class='thumb-img-wrap-width-helper'></div>\n<div class='thumb-img-wrap'>\n<a class=\"trk-show-resource\" title=\"Integration By Parts Worksheet\" href=\"/teachers/worksheet-integration-by-parts-math-11th-higher-ed\"><img class=\"resource-img img-thumbnail img-responsive lozad\" alt=\"Integration By Parts Worksheet\" title=\"Integration By Parts Worksheet\" onError=\"handleImageNotLoadedError(this)\" data-default-image=\"https://statictemp.lp.lexp.cloud/images/attachment_defaults/resource/large/FPO-pdf.png\" data-src=\"//lessonplanet.com/content/resources/thumbnails/41930/large/bwluav9tywdpy2symde3mdmymi0xmjg4oc1md252m3muanbn.jpg?1490203850\" width=\"315\" height=\"220\" src=\"data:image/png;base64,R0lGODlhAQABAAD/ACwAAAAAAQABAAACADs\" />\n</a><i class='fa-solid fa-image fa-6x thumb-img-wrap-icon'></i>\n</div>\n<div class='resource-info-wrap'>\n<div class='resource-info'>\n<div class='resource-info-top overflow-hidden text-ellipsis'>\n<span class='resource-pool-tag'>Curated OER</span>\n</div>\n<h4 class='resource-title' title='Integration By Parts'>\n<a class=\"trk-show-resource\" title=\"Integration By Parts Worksheet\" href=\"/teachers/worksheet-integration-by-parts-math-11th-higher-ed\">Integration By Parts\n</a></h4>\n<div class='resource-meta text-xs text-gray-600 overflow-hidden text-ellipsis'>\n<i class='lp-icon fa-solid fa-user'></i>\n<span class='resource-audience'>For Students</span>\n<i class='lp-icon fa-regular fa-graduation-cap'></i>\n<span class='resource-grade'>11th - Higher Ed</span>\n</div>\n<div class='resource-description-wrap'>\n<div class='resource-description'>\nin this math learning exercise, students read the example for the product rule. Then they apply the rule individually or in groups to the following integrals.\n</div>\n</div>\n<div class='resource-actions bg-white'>\n<a class=\"btn btn-default btn-xs text-xs free-access-btn upgrade-btn\" title=\"Get Free Access to Integration By Parts Worksheet\" data-track-click=\"Search result free access button\" data-track-label=\"Search Page\" data-posthog-event=\"Signup: LP Signup Activity\" data-posthog-location=\"body_button_other\" data-remote=\"true\" href=\"/subscription/new?signup_resource_id=601840\"><i class='fa-regular fa-eye'></i>\n<span class='button-text'>Get Free Access</span>\n</a><a class=\"btn btn-default btn-xs text-xs trk-show-resource\" title=\"Integration By Parts Worksheet\" href=\"/teachers/worksheet-integration-by-parts-math-11th-higher-ed\"><i class='fa-solid fa-list-ul'></i>\n<span class='button-text'>See Review</span>\n</a></div>\n</div>\n</div>\n</div>\n\n</div>\n\n\n<div class='relative search-result-item thumbnail-card no-access' data-id='1054941' data-is-require-teacher-acknowledgment='false' data-item-type='CollectionItemResource' data-type='Resource'>\n\n<div class='panel panel-default panel-resource mb-0 border-none'>\n<div class='resource-card-loader'></div>\n<div class='resource-type-banner'>\n<div class=\"type-resource type-instructional-video\"><i class=\"fa-solid fa-circle-play resource-icon\"></i><span class=\"ml-5 relative z-10\">Instructional Video</span><span class=\"ml10 z-10 video-duration\">11:28</span><span class=\"resource-bg\"></span></div>\n</div>\n<div class='thumb-img-wrap-width-helper'></div>\n<div class='thumb-img-wrap'>\n<a class=\"trk-show-resource\" title=\"The Precise Definition of the Limit Explained! Instructional video\" href=\"/teachers/the-precise-definition-of-the-limit-explained\"><img class=\"resource-img img-thumbnail img-responsive lozad\" alt=\"The Precise Definition of the Limit Explained! Instructional Video\" title=\"The Precise Definition of the Limit Explained! Instructional Video\" onError=\"handleImageNotLoadedError(this)\" data-default-image=\"https://statictemp.lp.lexp.cloud/images/attachment_defaults/resource/large/missing.png\" data-src=\"//lessonplanet.com/content/resources/thumbnails/334427/large/bwluav9tywdpy2symde3mdewns00njgyltfwnjhzdzkuanbn.jpg?1483652943\" width=\"315\" height=\"220\" src=\"data:image/png;base64,R0lGODlhAQABAAD/ACwAAAAAAQABAAACADs\" />\n</a><i class='fa-solid fa-image fa-6x thumb-img-wrap-icon'></i>\n</div>\n<div class='resource-info-wrap'>\n<div class='resource-info'>\n<div class='resource-info-top overflow-hidden text-ellipsis'>\n<span class='resource-pool-tag'>Krista King Math</span>\n</div>\n<h4 class='resource-title' title='The Precise Definition of the Limit Explained!'>\n<a class=\"trk-show-resource\" title=\"The Precise Definition of the Limit Explained! Instructional video\" href=\"/teachers/the-precise-definition-of-the-limit-explained\">The Precise Definition of the Limit Explained!\n</a></h4>\n<div class='resource-meta text-xs text-gray-600 overflow-hidden text-ellipsis'>\n<i class='lp-icon fa-solid fa-user'></i>\n<span class='resource-audience'>For Students</span>\n<i class='lp-icon fa-regular fa-graduation-cap'></i>\n<span class='resource-grade'>11th - Higher Ed</span>\n</div>\n<div class='resource-description-wrap'>\n<div class='resource-description'>\nIt's all Greek to me. Young mathematicians learn how to use the epsilon-delta definition of a limit with a video that shows how to find the relationship between epsilon and delta for a given limit equation.\n</div>\n</div>\n<div class='resource-actions bg-white'>\n<a class=\"btn btn-default btn-xs text-xs free-access-btn upgrade-btn\" title=\"Get Free Access to The Precise Definition of the Limit Explained! Instructional video\" data-track-click=\"Search result free access button\" data-track-label=\"Search Page\" data-posthog-event=\"Signup: LP Signup Activity\" data-posthog-location=\"body_button_other\" data-remote=\"true\" href=\"/subscription/new?signup_resource_id=1054941\"><i class='fa-regular fa-eye'></i>\n<span class='button-text'>Get Free Access</span>\n</a><a class=\"btn btn-default btn-xs text-xs trk-show-resource\" title=\"The Precise Definition of the Limit Explained! Instructional video\" href=\"/teachers/the-precise-definition-of-the-limit-explained\"><i class='fa-solid fa-list-ul'></i>\n<span class='button-text'>See Review</span>\n</a></div>\n</div>\n</div>\n</div>\n\n</div>\n\n\n<div class='relative search-result-item thumbnail-card no-access' data-id='1208315' data-is-require-teacher-acknowledgment='false' data-item-type='CollectionItemResource' data-type='Resource'>\n\n<div class='panel panel-default panel-resource mb-0 border-none'>\n<div class='resource-card-loader'></div>\n<div class='resource-type-banner'>\n<div class=\"type-resource type-custom\"><i class=\"fa-solid fa-arrows-rotate resource-icon\"></i><span class=\"ml-5 relative z-10\">Activity</span><span class=\"resource-bg\"></span></div>\n</div>\n<div class='thumb-img-wrap-width-helper'></div>\n<div class='thumb-img-wrap'>\n<a class=\"trk-show-resource\" title=\"Paul&#39;s Online Notes: Calculus I: Integrals Activity\" href=\"/teachers/paul-s-online-notes-calculus-i-integrals\"><img class=\"resource-img img-thumbnail img-responsive lozad\" alt=\"Paul&#39;s Online Notes: Calculus I: Integrals Activity\" title=\"Paul&#39;s Online Notes: Calculus I: Integrals Activity\" onError=\"handleImageNotLoadedError(this)\" data-default-image=\"https://statictemp.lp.lexp.cloud/images/attachment_defaults/resource/large/FPO-knovation.png\" data-src=\"https://content.lessonplanet.com/knovation/original/192063-71ef03a56064dd5b31027e717dfe8280.jpg?1661515054\" width=\"315\" height=\"220\" src=\"data:image/png;base64,R0lGODlhAQABAAD/ACwAAAAAAQABAAACADs\" />\n</a><i class='fa-solid fa-image fa-6x thumb-img-wrap-icon'></i>\n</div>\n<div class='resource-info-wrap'>\n<div class='resource-info'>\n<div class='resource-info-top overflow-hidden text-ellipsis'>\n<span class='resource-pool-tag'>Paul Dawkins</span>\n</div>\n<h4 class='resource-title' title='Paul&#39;s Online Notes: Calculus I: Integrals'>\n<a class=\"trk-show-resource\" title=\"Paul&#39;s Online Notes: Calculus I: Integrals Activity\" href=\"/teachers/paul-s-online-notes-calculus-i-integrals\">Paul's Online Notes: Calculus I: Integrals\n</a></h4>\n<div class='resource-meta text-xs text-gray-600 overflow-hidden text-ellipsis'>\n<i class='lp-icon fa-solid fa-user'></i>\n<span class='resource-audience'>For Students</span>\n<i class='lp-icon fa-regular fa-graduation-cap'></i>\n<span class='resource-grade'>9th - 10th</span>\n</div>\n<div class='resource-description-wrap'>\n<div class='resource-description'>\nThe tutorial investigates integrals. Topics discussed are indefinite integrals, area problems, definite integrals, and the substitution rule. Class notes, definitions, and examples with detailed solutions are included. The class notes...\n</div>\n</div>\n<div class='resource-actions bg-white'>\n<a class=\"btn btn-default btn-xs text-xs free-access-btn upgrade-btn\" title=\"Get Free Access to Paul&#39;s Online Notes: Calculus I: Integrals Activity\" data-track-click=\"Search result free access button\" data-track-label=\"Search Page\" data-posthog-event=\"Signup: LP Signup Activity\" data-posthog-location=\"body_button_other\" data-remote=\"true\" href=\"/subscription/new?signup_resource_id=1208315\"><i class='fa-regular fa-eye'></i>\n<span class='button-text'>Get Free Access</span>\n</a><a class=\"btn btn-default btn-xs text-xs trk-show-resource\" title=\"Paul&#39;s Online Notes: Calculus I: Integrals Activity\" href=\"/teachers/paul-s-online-notes-calculus-i-integrals\"><i class='fa-solid fa-list-ul'></i>\n<span class='button-text'>See Review</span>\n</a></div>\n</div>\n</div>\n</div>\n\n</div>\n\n\n<div class='relative search-result-item thumbnail-card no-access' data-id='1193147' data-is-require-teacher-acknowledgment='false' data-item-type='CollectionItemResource' data-type='Resource'>\n\n<div class='panel panel-default panel-resource mb-0 border-none'>\n<div class='resource-card-loader'></div>\n<div class='resource-type-banner'>\n<div class=\"type-resource type-instructional-video\"><i class=\"fa-solid fa-circle-play resource-icon\"></i><span class=\"ml-5 relative z-10\">Instructional Video</span><span class=\"resource-bg\"></span></div>\n</div>\n<div class='thumb-img-wrap-width-helper'></div>\n<div class='thumb-img-wrap'>\n<a class=\"trk-show-resource\" title=\"Khan Academy: Calculus: Definite Integral With Substitution Instructional video\" href=\"/teachers/khan-academy-calculus-definite-integral-with-substitution\"><img class=\"resource-img img-thumbnail img-responsive lozad\" alt=\"Khan Academy: Calculus: Definite Integral With Substitution Instructional Video\" title=\"Khan Academy: Calculus: Definite Integral With Substitution Instructional Video\" onError=\"handleImageNotLoadedError(this)\" data-default-image=\"https://statictemp.lp.lexp.cloud/images/attachment_defaults/resource/large/FPO-knovation.png\" data-src=\"https://content.lessonplanet.com/knovation/original/173742-4a1654b0150546e9f4a6d8da074119a7.jpg?1661757250\" width=\"315\" height=\"220\" src=\"data:image/png;base64,R0lGODlhAQABAAD/ACwAAAAAAQABAAACADs\" />\n</a><i class='fa-solid fa-image fa-6x thumb-img-wrap-icon'></i>\n</div>\n<div class='resource-info-wrap'>\n<div class='resource-info'>\n<div class='resource-info-top overflow-hidden text-ellipsis'>\n<span class='resource-pool-tag'>Khan Academy</span>\n</div>\n<h4 class='resource-title' title='Khan Academy: Calculus: Definite Integral With Substitution'>\n<a class=\"trk-show-resource\" title=\"Khan Academy: Calculus: Definite Integral With Substitution Instructional video\" href=\"/teachers/khan-academy-calculus-definite-integral-with-substitution\">Khan Academy: Calculus: Definite Integral With Substitution\n</a></h4>\n<div class='resource-meta text-xs text-gray-600 overflow-hidden text-ellipsis'>\n<i class='lp-icon fa-solid fa-user'></i>\n<span class='resource-audience'>For Students</span>\n<i class='lp-icon fa-regular fa-graduation-cap'></i>\n<span class='resource-grade'>9th - 10th</span>\n</div>\n<div class='resource-description-wrap'>\n<div class='resource-description'>\nVideo lesson that demonstrates finding the definite integral of a trigonometric function by using integration by substitution and then showing an alternate way to get the solution. [8:54]\n</div>\n</div>\n<div class='resource-actions bg-white'>\n<a class=\"btn btn-default btn-xs text-xs free-access-btn upgrade-btn\" title=\"Get Free Access to Khan Academy: Calculus: Definite Integral With Substitution Instructional video\" data-track-click=\"Search result free access button\" data-track-label=\"Search Page\" data-posthog-event=\"Signup: LP Signup Activity\" data-posthog-location=\"body_button_other\" data-remote=\"true\" href=\"/subscription/new?signup_resource_id=1193147\"><i class='fa-regular fa-eye'></i>\n<span class='button-text'>Get Free Access</span>\n</a><a class=\"btn btn-default btn-xs text-xs trk-show-resource\" title=\"Khan Academy: Calculus: Definite Integral With Substitution Instructional video\" href=\"/teachers/khan-academy-calculus-definite-integral-with-substitution\"><i class='fa-solid fa-list-ul'></i>\n<span class='button-text'>See Review</span>\n</a></div>\n</div>\n</div>\n</div>\n\n</div>\n\n\n<div class='relative search-result-item thumbnail-card no-access' data-id='1193533' data-is-require-teacher-acknowledgment='false' data-item-type='CollectionItemResource' data-type='Resource'>\n\n<div class='panel panel-default panel-resource mb-0 border-none'>\n<div class='resource-card-loader'></div>\n<div class='resource-type-banner'>\n<div class=\"type-resource type-instructional-video\"><i class=\"fa-solid fa-circle-play resource-icon\"></i><span class=\"ml-5 relative z-10\">Instructional Video</span><span class=\"resource-bg\"></span></div>\n</div>\n<div class='thumb-img-wrap-width-helper'></div>\n<div class='thumb-img-wrap'>\n<a class=\"trk-show-resource\" title=\"Khan Academy: Calculus: Another U Substitution Example Instructional video\" href=\"/teachers/khan-academy-calculus-another-u-substitution-example\"><img class=\"resource-img img-thumbnail img-responsive lozad\" alt=\"Khan Academy: Calculus: Another U Substitution Example Instructional Video\" title=\"Khan Academy: Calculus: Another U Substitution Example Instructional Video\" onError=\"handleImageNotLoadedError(this)\" data-default-image=\"https://statictemp.lp.lexp.cloud/images/attachment_defaults/resource/large/FPO-knovation.png\" data-src=\"https://content.lessonplanet.com/knovation/original/174150-2e1e88c01562c590c9efde225c98e6f5.jpg?1661757186\" width=\"315\" height=\"220\" src=\"data:image/png;base64,R0lGODlhAQABAAD/ACwAAAAAAQABAAACADs\" />\n</a><i class='fa-solid fa-image fa-6x thumb-img-wrap-icon'></i>\n</div>\n<div class='resource-info-wrap'>\n<div class='resource-info'>\n<div class='resource-info-top overflow-hidden text-ellipsis'>\n<span class='resource-pool-tag'>Khan Academy</span>\n</div>\n<h4 class='resource-title' title='Khan Academy: Calculus: Another U Substitution Example'>\n<a class=\"trk-show-resource\" title=\"Khan Academy: Calculus: Another U Substitution Example Instructional video\" href=\"/teachers/khan-academy-calculus-another-u-substitution-example\">Khan Academy: Calculus: Another U Substitution Example\n</a></h4>\n<div class='resource-meta text-xs text-gray-600 overflow-hidden text-ellipsis'>\n<i class='lp-icon fa-solid fa-user'></i>\n<span class='resource-audience'>For Students</span>\n<i class='lp-icon fa-regular fa-graduation-cap'></i>\n<span class='resource-grade'>9th - 10th</span>\n</div>\n<div class='resource-description-wrap'>\n<div class='resource-description'>\nVideo lesson on finding the indefinite integral of a composite trigonometric function by using integration by substitution. [5:57]\n</div>\n</div>\n<div class='resource-actions bg-white'>\n<a class=\"btn btn-default btn-xs text-xs free-access-btn upgrade-btn\" title=\"Get Free Access to Khan Academy: Calculus: Another U Substitution Example Instructional video\" data-track-click=\"Search result free access button\" data-track-label=\"Search Page\" data-posthog-event=\"Signup: LP Signup Activity\" data-posthog-location=\"body_button_other\" data-remote=\"true\" href=\"/subscription/new?signup_resource_id=1193533\"><i class='fa-regular fa-eye'></i>\n<span class='button-text'>Get Free Access</span>\n</a><a class=\"btn btn-default btn-xs text-xs trk-show-resource\" title=\"Khan Academy: Calculus: Another U Substitution Example Instructional video\" href=\"/teachers/khan-academy-calculus-another-u-substitution-example\"><i class='fa-solid fa-list-ul'></i>\n<span class='button-text'>See Review</span>\n</a></div>\n</div>\n</div>\n</div>\n\n</div>\n\n\n<div class='relative search-result-item thumbnail-card no-access' data-id='1225779' data-is-require-teacher-acknowledgment='false' data-item-type='CollectionItemResource' data-type='Resource'>\n\n<div class='panel panel-default panel-resource mb-0 border-none'>\n<div class='resource-card-loader'></div>\n<div class='resource-type-banner'>\n<div class=\"type-resource type-instructional-video\"><i class=\"fa-solid fa-circle-play resource-icon\"></i><span class=\"ml-5 relative z-10\">Instructional Video</span><span class=\"resource-bg\"></span></div>\n</div>\n<div class='thumb-img-wrap-width-helper'></div>\n<div class='thumb-img-wrap'>\n<a class=\"trk-show-resource\" title=\"Khan Academy: Calculus: (2^Ln X)/x Antiderivative Example Instructional video\" href=\"/teachers/khan-academy-calculus-2-ln-x-x-antiderivative-example\"><img class=\"resource-img img-thumbnail img-responsive lozad\" alt=\"Khan Academy: Calculus: (2^Ln X)/x Antiderivative Example Instructional Video\" title=\"Khan Academy: Calculus: (2^Ln X)/x Antiderivative Example Instructional Video\" onError=\"handleImageNotLoadedError(this)\" data-default-image=\"https://statictemp.lp.lexp.cloud/images/attachment_defaults/resource/large/FPO-knovation.png\" data-src=\"https://content.lessonplanet.com/knovation/original/214853-2bf5ef2c000d9ba9bb53bc9535c52fe2.jpg?1661757720\" width=\"315\" height=\"220\" src=\"data:image/png;base64,R0lGODlhAQABAAD/ACwAAAAAAQABAAACADs\" />\n</a><i class='fa-solid fa-image fa-6x thumb-img-wrap-icon'></i>\n</div>\n<div class='resource-info-wrap'>\n<div class='resource-info'>\n<div class='resource-info-top overflow-hidden text-ellipsis'>\n<span class='resource-pool-tag'>Khan Academy</span>\n</div>\n<h4 class='resource-title' title='Khan Academy: Calculus: (2^Ln X)/x Antiderivative Example'>\n<a class=\"trk-show-resource\" title=\"Khan Academy: Calculus: (2^Ln X)/x Antiderivative Example Instructional video\" href=\"/teachers/khan-academy-calculus-2-ln-x-x-antiderivative-example\">Khan Academy: Calculus: (2^Ln X)/x Antiderivative Example\n</a></h4>\n<div class='resource-meta text-xs text-gray-600 overflow-hidden text-ellipsis'>\n<i class='lp-icon fa-solid fa-user'></i>\n<span class='resource-audience'>For Students</span>\n<i class='lp-icon fa-regular fa-graduation-cap'></i>\n<span class='resource-grade'>9th - 10th</span>\n</div>\n<div class='resource-description-wrap'>\n<div class='resource-description'>\nVideo lesson showing how to solve for the antiderivative of (2^ln x)/x by using u-substitution. [8:40]\n</div>\n</div>\n<div class='resource-actions bg-white'>\n<a class=\"btn btn-default btn-xs text-xs free-access-btn upgrade-btn\" title=\"Get Free Access to Khan Academy: Calculus: (2^Ln X)/x Antiderivative Example Instructional video\" data-track-click=\"Search result free access button\" data-track-label=\"Search Page\" data-posthog-event=\"Signup: LP Signup Activity\" data-posthog-location=\"body_button_other\" data-remote=\"true\" href=\"/subscription/new?signup_resource_id=1225779\"><i class='fa-regular fa-eye'></i>\n<span class='button-text'>Get Free Access</span>\n</a><a class=\"btn btn-default btn-xs text-xs trk-show-resource\" title=\"Khan Academy: Calculus: (2^Ln X)/x Antiderivative Example Instructional video\" href=\"/teachers/khan-academy-calculus-2-ln-x-x-antiderivative-example\"><i class='fa-solid fa-list-ul'></i>\n<span class='button-text'>See Review</span>\n</a></div>\n</div>\n</div>\n</div>\n\n</div>\n\n\n<div class='relative search-result-item thumbnail-card no-access' data-id='1116356' data-is-require-teacher-acknowledgment='false' data-item-type='CollectionItemResource' data-type='Resource'>\n\n<div class='panel panel-default panel-resource mb-0 border-none'>\n<div class='resource-card-loader'></div>\n<div class='resource-type-banner'>\n<div class=\"type-resource type-lesson-plan\"><i class=\"fa-solid fa-book resource-icon\"></i><span class=\"ml-5 relative z-10\">Lesson Plan</span><span class=\"resource-bg\"></span></div>\n</div>\n<div class='thumb-img-wrap-width-helper'></div>\n<div class='thumb-img-wrap'>\n<a class=\"trk-show-resource\" title=\"Finite Mathematics &amp; Applied Calculus: The Definite Integral: Algebraic Approach and the Ftc Lesson plan\" href=\"/teachers/finite-mathematics-applied-calculus-the-definite-integral-algebraic-approach-and-the-ftc\"><img class=\"resource-img img-thumbnail img-responsive lozad\" alt=\"Finite Mathematics &amp; Applied Calculus: The Definite Integral: Algebraic Approach and the Ftc Lesson Plan\" title=\"Finite Mathematics &amp; Applied Calculus: The Definite Integral: Algebraic Approach and the Ftc Lesson Plan\" onError=\"handleImageNotLoadedError(this)\" data-default-image=\"https://statictemp.lp.lexp.cloud/images/attachment_defaults/resource/large/FPO-knovation.png\" data-src=\"https://content.lessonplanet.com/knovation/original/56129-64acaf16debc4f4cfbd47add283ac6f5.jpg?1661521026\" width=\"315\" height=\"220\" src=\"data:image/png;base64,R0lGODlhAQABAAD/ACwAAAAAAQABAAACADs\" />\n</a><i class='fa-solid fa-image fa-6x thumb-img-wrap-icon'></i>\n</div>\n<div class='resource-info-wrap'>\n<div class='resource-info'>\n<div class='resource-info-top overflow-hidden text-ellipsis'>\n<span class='resource-pool-tag'>Stefan Warner and Steven R. Costenoble</span>\n</div>\n<h4 class='resource-title' title='Finite Mathematics &amp; Applied Calculus: The Definite Integral: Algebraic Approach and the Ftc'>\n<a class=\"trk-show-resource\" title=\"Finite Mathematics &amp; Applied Calculus: The Definite Integral: Algebraic Approach and the Ftc Lesson plan\" href=\"/teachers/finite-mathematics-applied-calculus-the-definite-integral-algebraic-approach-and-the-ftc\">Finite Mathematics & Applied Calculus: The Definite Integral: Algebraic Approach and the Ftc\n</a></h4>\n<div class='resource-meta text-xs text-gray-600 overflow-hidden text-ellipsis'>\n<i class='lp-icon fa-solid fa-user'></i>\n<span class='resource-audience'>For Teachers</span>\n<i class='lp-icon fa-regular fa-graduation-cap'></i>\n<span class='resource-grade'>9th - 10th</span>\n</div>\n<div class='resource-description-wrap'>\n<div class='resource-description'>\nStudents learn how to evaluate the definite integral using an algebraic approach and the Fundamental Theorem of Calculus. Topics examined are the antiderivative, substitution technique, and marginal cost. The tutorial explores the...\n</div>\n</div>\n<div class='resource-actions bg-white'>\n<a class=\"btn btn-default btn-xs text-xs free-access-btn upgrade-btn\" title=\"Get Free Access to Finite Mathematics &amp; Applied Calculus: The Definite Integral: Algebraic Approach and the Ftc Lesson plan\" data-track-click=\"Search result free access button\" data-track-label=\"Search Page\" data-posthog-event=\"Signup: LP Signup Activity\" data-posthog-location=\"body_button_other\" data-remote=\"true\" href=\"/subscription/new?signup_resource_id=1116356\"><i class='fa-regular fa-eye'></i>\n<span class='button-text'>Get Free Access</span>\n</a><a class=\"btn btn-default btn-xs text-xs trk-show-resource\" title=\"Finite Mathematics &amp; Applied Calculus: The Definite Integral: Algebraic Approach and the Ftc Lesson plan\" href=\"/teachers/finite-mathematics-applied-calculus-the-definite-integral-algebraic-approach-and-the-ftc\"><i class='fa-solid fa-list-ul'></i>\n<span class='button-text'>See Review</span>\n</a></div>\n</div>\n</div>\n</div>\n\n</div>\n\n\n","pagination":"<div class='text-center' id='search-pagination'>\n<div role=\"navigation\" aria-label=\"Pagination\" class=\"pagination\"><ul class=\"pagination\"><li class=\"prev previous_page disabled\"><a href=\"#\">&#8592; Previous</a></li> <li class=\"active\"><a rel=\"\" href=\"/lesson-plans/substitution-rule\">1</a></li> <li><a rel=\"next\" href=\"/lesson-plans/substitution-rule/2\">2</a></li> <li class=\"next next_page \"><a rel=\"next\" href=\"/lesson-plans/substitution-rule/2\">Next &#8594;</a></li></ul></div>\n</div>\n"}