a. Use limits to find the derivative function f for the function f. b. Evaluate f'(a) for the given values of a. f(s) = 6s° + 3s; a= - 2, -1 a. f(s) = |3(6s² + 1) b. f'(- 2)= 75 (Type an integer or a simplified fraction.)

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I've been struggling with this problem for a while and don't know what to do. I tried getting the derivative of the function but I'm not confident that what I'm doing is correct. What should I do?

a. Use limits to find the derivative function f' for the function f.
b. Evaluate f'(a) for the given values of a.
f(s) = 6s° + 3s; a= - 2, -1
a. f'(s) = 3(6s2 +1)
b. f(- 2)= 75 (Type an integer or a simplified fraction.)
P(- 1)=|
| (Type an integer or a simplified fraction.)
Transcribed Image Text:a. Use limits to find the derivative function f' for the function f. b. Evaluate f'(a) for the given values of a. f(s) = 6s° + 3s; a= - 2, -1 a. f'(s) = 3(6s2 +1) b. f(- 2)= 75 (Type an integer or a simplified fraction.) P(- 1)=| | (Type an integer or a simplified fraction.)
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