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/H4sIAAAAAAACA1XMvQ6CMBQF4FdpOguUNm2BVRNHBnFxK%2BUSmwBN%2BkMkxneX6mCcbnLO%2Be4TL2oG3OBzBB%2FQ1YPDBxzTafDDzOBUbn3MYYhFSn0hqrquB9kTLRgnUlCmuATe72xQIb2ihPKMVFlZdkQ2TDRU5lyI277QNjqfNsWsNKWMhTtYt9lxAGdWFcwKvvhm7Xj6ZTsNJkxJXqJbYUN2REc16ThFj9oFUIa6D0vFP%2FTauh2S1xtQvXt57AAAAA%3D%3D/TvB7IpaR0NTPdYXNEcNeqG8u4xnaBjht8HZVOgrZgjB7yop%2FUaSflGiNBba9ivOW0uoJvDiqsiwOEA5%2FKTAcYb8TQoafy0s5Z35gzkmrBhl1LKjO2AtX3Znheb0%2BxG8ZVIDn5m87uw%2BjhWnoWbgc3vziqcKMauVmdsGEccIJGL9paCJUmC17bB9fJU8oTHbi4MWt325Z2OJPO98Fqc2t33OQdDzW8b8daS2SwigOe04NaV51Lw%2B1scQP6v6PFF9nIZqsq4oHn4Bj7J43YBxoY4iYeVAjgDvevdosxdvHxAaXY8%2FsO3W17AfhW1C5Vm1MH1h1WZWePmflz4Bk8aBmmw%3D%3D