For each of the given functions f(a:), find the derivative (f '1)'(c) at the given point 0, first finding a = f_1(c). a) at) =
For each of the given functions f(a:), find the derivative (f '1)'(c) at the given point 0, first finding a = f_1(c). a) at) = 4m + 109:\"; c = 14 a: (f'1)'(0) = b) f(a:) = m2 12:13 + 60 on the interval [6, 00); c = 25 a, : (f'1)'(c) = \fConsider the function Man), for which 11(3) = 2 and h' (3) = 7. M. Find f'(3) for the function f(a:) = m f'(3) =
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