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/H4sIAAAAAAACA1XMOwvCMBQF4L8SMttHHsa2q4JjB%2BviFtIbDLQN5FEs4n830UGcLpxzvvvEi5wBd%2FgcwQd09eDwDsd8OvwwMzhZWh9LGGOVU1%2BJViitW%2BBsPOyhVoTrhpOWJzbKkF%2FRmoqiJgVpBrLvOOuoKNuG3dJC2eh83lSzVJQyFu5g3Wb1CM6sMpgVfPXNen36ZYkGE6YsL9GtsCGr0VFOKk7Ro34BVKDhw3LxD72yLsH69QaGCDoS7AAAAA%3D%3D/oQhtpvVwHUPmfbdZTtYgwSb1TSMD%2B9VBTf1nT%2Fdsx%2F7qxjPyOeYyjVxlxujD14Bjez9X4JmJT3%2BLrJWomHf0muU7pKLKR%2BkXXENM%2B7IqfE0Q9Cv%2BIjNcbHMylV3qWBkMfarFu%2Ff7eUoXQzrX7jFiusL1ewaN%2FQo8LqHO1aOHCHNtSJY20ihZP4E0Hmd6mxk1QXFQdpEQxqUFr9U9v3nLv5rUoXr8Hzy3mKev0LCG5xTOzQGcgvkx3FxDBy%2BkOZ2g%2FNgyvn3Ty3y6cjgEeS%2FIpAuRugGy85Rz3OVV1jWI%2FeRMO7j%2F94VZWU4MApcOZpDFGy06YGYC8rzXwcYwr2d0KQ%3D%3D