Reflection on Exam 1
 
Post-Exam Reflection for Exam 1 (Optional)
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Beginning of Exam 2 Content
 
Derivatives
 
Definition of the derivative
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Slope of a curve
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The definition of the derivative
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Definition of the Derivative
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Derivatives as functions
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Wait for the right moment
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The derivative as a function
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Differentiability implies continuity
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Rules of differentiation
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Patterns in derivatives
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Basic rules of differentiation
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Product rule and quotient rule
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Derivatives of products are tricky
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The Product rule and quotient rule
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The derivative of sine and cosine
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Derivatives of trigonometric functions
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Higher order derivatives and graphs
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Rates of rates
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Higher order derivatives and graphs
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Position, velocity, and acceleration
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Chain rule
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An unnoticed composition
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The chain rule
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Implicit differentiation
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Standard form
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Implicit differentiation
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Derivative Exercises
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Tangent Line Exercises
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Mean Value Theorem
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Let’s run to class
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The Mean Value Theorem
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Maximums and minimums
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More coffee
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Extrema and Critical Points
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The Extreme Value Theorem
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Maxima and Minima Exercises
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End of Content for Exam 2
 
Pre-Exam Reflection for Exam 2 (Optional)
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Overall
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https://ximera.osu.edu/certificate/H4sIAAAAAAACA4WOu27DMAxFf4XQnNh6OI6t1Sg6dWqyFFkYSUYNWBKgR5GiyL%2BXWrqWC4nLw3v5wwJ6xzR7rS4XuGaX2IHV1jR7bN4l7GKunbO1b2rux3kS6x2VmQXa8cSVHGa0eKYzi6VZSS7HI5dHri5C6WHQ4tSpafogwsSacmN6j%2BVTjHxFce49De6BXpoYiguFwLKVvXFvhAGtYcHd1L1mELDGBEvcY0Ibb%2BG9UCpcw%2FZF323lW8MLWYG8BfivCFn%2BErOJiRL58xfDVqQWEwEAAA%3D%3D/VlGCH23xoLvvtc7KuRtSbIGUenIhV4QZiitj68zG%2FKoEllywhhc6AkCELG78VtbbKwsSlsbD1h0oJFenYbNDkc0tZqOR1AwOgdCUViDteD%2BSmeKt6z%2FFPDbDR8GGbPXc5ZkZv7MDnZCHZRBp%2BeJsfV8qMdIxOMYmsuvJkeWf7RJzUnbiecAsJIfE1RtyGMB6gvu2gWumEVhnQAqkqPAqkQZtYAzwbzofdCdC8cgYF05bFGjHthYzKnVIYgnGzVYzu7cFLNnzXxBwbKNTShsivb7TsoK3QaAyWhW5w%2FFPF9kHB9001DzzdJWEOmk1VQSi0kGoXA3DUHgksLDpPbFXvQ%3D%3D