The tangent line to the graph y = f(x) at (-4, 7) passes by the point (-1, 13). Find the value of f (-4) and f'(-4). f(-4) = f'(-4) =

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A: Answer and explanation is given below....

Q: es of f'(-7), f'(-4) & f'(-2)

A: at x= -7 graph is increasing At x = -4 graph gives local Maxima At x = -2 graph is decreasing

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A: Explanation of the answer is as follows

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A: Given the function                f(x)=-6x2-11x.

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Q: The graph of a derivative f'(x) is shown. Given f(0)=50, determine the values. f(1)= f(2)= f(3)=…

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Q: 9) Find the value of the derivative at the point (2,-18) ƒ(x) = -3xV2x + 5

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Q: Given h(x)=x^3+3, find the equation of the secant line passing through (-4,h(-4)) and (2,h(2))

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