
Higher Order Derivatives: MATH 171 Problems 4-6
Finding a formula for a higher order derivative and a formula for the second derivative of a product
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Finding a formula for a higher order derivative and a formula for the second derivative of a product
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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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Proving facts about logarithms and exponentials including the derivative of an exponential with an arbitrary base
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Proving the derivative of ln(x) and the power and product rules using logarithmic differentiation
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Proving L'Hospital's Rule and using it to evaluate limits
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Using derivatives to find the velocity and acceleration functions from the position function
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Explaining the formulas for the derivatives of exponential functions
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