Question

Asked Oct 21, 2019

Find the derivative of the inverse of the given function at the specified point on the graph of the inverse function.

f(x)=8x^{3}-15x^{2}-2, x is greater than or equal to 1.5; (270,4)

Step 1

To sketch the graph of the function *f(x) *and determine the value of the derivative of inverse of the function at the given point.

Step 2

**Given:**

Step 3

**Theorem:**

If *f* has a inverse and the function *f* is differentiable at the point *f *-1*(x)* and the value *f’(f *-1*(x))* is not zero the function *f -1(x...*

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