How to Find the Instantaneous Rate of Change of a Function at x = a Using the Limit as h Approaches 0 of (f(a+h)-f(a))/h | Calculus

Using Limits to Determine the Instantaneous Rate of Change of a Function | Calculus | Study.com

Interpreting the Derivative of a Function as the Instantaneous Rate of Change with Respect to its Independent Variable | Calculus | Study.com

Instantaneous vs. Average Rate of Change | Overview & Comparison

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