Question
Asked Jun 15, 2019
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Given f(x) = x^5 + x^3 - 4 , find the derivative of f inverse at the point (-2,1).

41
{(9) = . 3
f1'(9)
f(15) = 0
(f1)'(15) =
b) Given f(x) = x5 + x3 - 4, find the derivative of f
-2,1).
at the point
fio) 2 t2
32 t
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41 {(9) = . 3 f1'(9) f(15) = 0 (f1)'(15) = b) Given f(x) = x5 + x3 - 4, find the derivative of f -2,1). at the point fio) 2 t2 32 t

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Expert Answer

Step 1

We are given a function as

 

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f(x)x +x -4

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Step 2

We can use property of function 

 

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ff(x))=x --1

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Step 3

Now, we can find derivative with respect to x both sides

and then we ...

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ff(x))x ffx)xfx) 1 1 f(f(0)) = f(x)

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Calculus

Derivative

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