-가 Question-2 a) Find the derivative of f(x) = 2x? –- at x = 3 using definition of derivative at a point. (6+ 2x, 0 < x < 3 x = 3 b) If the function g(x) = }a, (kx, is continuous, then find the 3 < x< 6 value of k and a. Oueg

Q: Problem: Solve the derivative of the function f(x) = V-

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Q: ax

A: Given: ∂∂xxa-ax for finding derivative of given function, we use property given below ddxxn=nxn-1

Q: Which defines as the process of finding the derivative of a function? *

A: Here, to tell which defines as the process of finding the derivative of a function.

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A: We have to give an example of composite function, and find the derivative using the chain rule

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Q: how to get derivative of 2(x+(16/x))

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Q: Find the derivative using the formal definition f (x) = 3x2- 4x – 2

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Q: The figure below is the graph of a second derivative f". What are the x-values that are inflection…

A: Given the graph of a second order derivative

Q: If the sign of the first derivative function is positive, the main function f(x) is decreasing.

A: This question related to derivative.

Q: Example: Give an example of a function and a value a so that f"(a) = and (a, f (a)) is not an…

A: The objective is to give an example of a function and a value a so that f"(a)=0 and (a,f(a)) is not…

Q: How can you sometimes identify a function ƒ(x) by knowing ƒ'and knowing the value of ƒ at a point x…

A: To identify the function fx when f' and value of function fx at a point is known.

Q: Enumerate and explain the steps in finding the derivative of this function: y=1/[2*sqrt(x+3)]

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Q: On which open interval is the derivative positive/ negative .

A: Given: