A graph of y= f(1) is shown. In the same coordinate system, sketch a graph of the derivative function y = f'(x) over the interval |– 4, 4]. 4. 3- 24 -4

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Q: x3+ 4x2-9x-36 3. у %3 4x2+28x+48

A: Solution:

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A: ∫01e-x2dx here we can take 4 interpolation point so n=4 so h = (1-0)/4 = 0.25 x0=0 x1=0.25 x2=0.5 x3...

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A: Increased and decreased rate with proper example are as follows.

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A: I am attaching image so that you understand each and every step.

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Q: Find f'(x) and find the values(s) of x where f'(x) = 0. f(x) = (2x – 21) (x² + 18) f'(x) =O

A: We will find the derivation of functions as follows 

Q: Find the indicated derivative and simplify. y' for y = (2 + 7x- 9x²) ex y' =]

A: