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The Derivative-Instantaneous rate of change

The Derivative-Instantaneous rate of change. The derivative of a function, f at a specific value of x , say a is a value given by:. The derivative of a function, f as a function of x , is called f ? (x) and is given by:. Find the derivative of. Related problems.

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3.4

Velocity and Acceleration. 3.4. Given that f(t) is a position function relating distance in terms of time. Speed is the absolute value of velocity. Acceleration is the derivative of velocity. Velocity is the first derivative of position. If distance is in:. Velocity would be in:.

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The Derivative-Instantaneous rate of change

3.4