
Vectors and Derivatives (Product Rule): MATH 171 Problems 1-3
Proving facts about the derivatives of vector functions including the product rule
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Proving facts about the derivatives of vector functions including the product rule
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Properties of inverse trig functions and the derivative of arctangent
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Proving a property of scalar multiplication for limits using the epsilon-delta definition and using the Squeeze Theorem for Limits.
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Proving the derivatives of trigonometric functions and that sine is continuous
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Using the Chain Rule to prove facts about derivatives
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Examples involving the tangent line to an exponential function and finding the derivative of hyperbolic cosine
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Using u substitution to evaluate integrals and prove facts about logarithms and integrals and
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