Introduction
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Overview
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Derivatives: Geometric View
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Derivatives: Analytic View
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Derivative Conditions
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Derivative Functions
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Derivative And Continuity
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Decomposing Derivatives
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Sum/Difference Rule
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Polynomial Rule
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Product Rule
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Quotient Rule
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Chain Rule
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When/How to Multi Chain Rule
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Implicit Differentiation
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Remaining Functions
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Exponential Functions
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Logarithmic Functions
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Supplemental Techniques
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Logarithmic Differentiation
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Overall
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https://ximera.osu.edu/certificate/H4sIAAAAAAACA1XMvQrCMBQF4FcJmW2TJq21XRUcO1gXt5DcYKBtID%2FFIr67iQ7idOGc890nXsQMuMfnCD6gqweHdzjm0%2BOHmcGJ0vpYgookp57sD0qq5iC05KDaWlda1p3qeGJKhPyKUdYUFS1oNdK2r9qes5IyfksLaaPzeUNmIRnjPNzBus1qBc6sIpgVPPlmgz79skSDCVOWl%2BhW2JDV6CgmGafo0bAAKtD4Ybn4h15alyB9vQFc%2BNmm7AAAAA%3D%3D/wv5%2FJ%2Bq5KLEAIEuXWmP9niG9dFWS78quMeA06YjwNZYlxyj%2By%2FxvefPZrsKqIAdqhGDBUhpBKmWlI0dns8hJWQQNwbhP7hHSfX5AtCbtj%2FYZ4cRgcT4KT8dbpGPXSMRkCHJhlRGsv5XcQFTWQj%2FA5e38vAvAkd277jvkcWOLCQ2GdHgAwPka2sUcQ1Mvo8rcu7jA%2BL0RNRNC0Cnd0rplkKwRrYrmzoaTLgnQgwXvKeA2FHy6N4XdQRh2FkQwe%2Fyss4xuaZ8ZDB1PxGje1hYY7EXQKiRYAPq5CUMGhXmgz%2BrvvEHe5QyGCqk6HfGg0htn7cPWCzzazwwVlgYHiGJCnA%3D%3D