Question: Let A be a positive constant. Let F be a function such that F(/2)=4 and F'(/2) = -5. if g(x)=In((f(x))^2+Acosx), then g'(/2) equals A) 1/16

Let A be a positive constant. Let F be a function such that F(/2)=4 and F'(/2) = -5. if

g(x)=In((f(x))^2+Acosx),

then g'(/2) equals

A) 1/16

B) -20+A/16

C) 1

D) 16-A/16

e) -40-A/16

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