
Trigonometry Derivatives and the Chain Rule: MATH 171 Problems 1-3
Proving the derivatives of trigonometric functions and that sine is continuous
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Proving the derivatives of trigonometric functions and that sine is continuous
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Using implicit differentiation to solve a problem and to prove the power rule for rational exponents
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Solving a related rates word problem on blood flow and the Poiseuille equation
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Calculating a derivative of a quotient with an exponential function
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Reviewing the chain rule and the derivatives and limits of trigonometric functions
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Review of derivatives and tangent lines to functions and vector equations
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Mean Value Theorem and using derivatives to find the shape of curves
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Using the Product, Quotient and Chain Rules to find several derivatives
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