Explain and sketch how a function can have f ''(a) = 0 at (a, f(a)) and not be an inflection point.

Q: For a function f(x), f"(a) = 0 and f"(a) = 0. What could be true of the point (a, fla))? Explain.…

A: Given f'a=0and f''a=0

Q: Let f(x) f-1( – 8) = Preview

A:

Q: Consider the following function: f(x) = 2 8 - 9 - Step 1 of 4: Determine f'(x) and f "(x).

A: on differentiation we get

Q: Find f'(1) if f(x)= x + 1 √x + 1 A

A: we need to find the derivative of function at point x=1.

Q: assume f I g(x) = 1/x+2 if g(x)=x+2, find the function f(x)

A: