Some values of / (2), o(r). f'(m) and g' (z) are given below of ()g(z) f (a)d (z) 0 - -5 Find the following. (@) If k(z) f()g(2), then k'(7) - . (b) If () g(2) (2, then K'(3) - [ (Off R(2) - f (f()), then R'(1) - J. d) Find an equation for the tangent line to y = g(x) at the point where r - 9 quation: y- Note: You c I credit on this