Question: Pr 20, Sec 2.7 Use Definition 4 to find f'(a) at the given number a. f ( x ) = 5 x4 a = -1.


![= -1. [ See Definition 4 above. ] Pr 26, Sec 2.7](https://s3.amazonaws.com/si.experts.images/answers/2024/06/6677e54c7ad71_5166677e54c665dd.jpg)
Pr 20, Sec 2.7 Use Definition 4 to find f'(a) at the given number a. f ( x ) = 5 x4 a = -1. [ See Definition 4 above. ] Pr 26, Sec 2.7 Find f'(a). X f ( X ) = 1 - 4XDerivative = Instantaneous Rate of Change = Slope of the Tangent Line Definition 4. The derivative of a function fat a number a, denoted by f'(a), is f (a + h) - f (a) f' (a) = lim h -0 h
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