Question: (a) Let f(ze) = sin (a). f' (ac ) = (b) Let g(x) = sin (a2). g' (x) =f09 Chain Rule etc: Problem 3 '8

 (a) Let f(ze) = sin (a). f' (ac ) = (b)Let g(x) = sin (a2). g' (x) =\f09 Chain Rule etc: Problem3 '8 points) 2 V= @r=| | (b) Find an equation forthe line tangent to the graph of 4 = p() at thepoint (, y) Tangent line: y= E] Let p(t) = \fLet f(ae)= =(x2+5) 14. f' (2) = f" (20) =\f

(a) Let f(ze) = sin (a). f' (ac ) = (b) Let g(x) = sin (a2). g' (x) =\f09 Chain Rule etc: Problem 3 '8 points) 2 V= @r=| | (b) Find an equation for the line tangent to the graph of 4 = p() at the point (, y) Tangent line: y= E] Let p(t) = \fLet f(ae) = =(x2+5) 14. f' (2) = f" (20) =\f

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