If h(z) = -623 + 924 + 425 - 4 , compute h'(z). h ( z ) = If g(s) = 4\\ += +- '+ 35, compute g'(s). g'(s) = If g(s) = 65" - 7s + 8 , compute g'(s). Hint: Simplify g(s) by writing it as a sum of power functions before computing g'(s). g'(s) = If g(s ) = - 852 - 20s + 2 compute g'(s). Hint: Simplify g(s) by writing it as a sum of power functions before computing g'(s). 9'(s) = Let A(x) = (x8 + 8)(x> + 9). Compute f'(x) by first expanding f(x) and then differentiating term-by-term. F ( x ) = Let f(x) = (x7/2 + 5)(x9/2 + 9). Compute '(x) by first expanding f(x) and then differentiating term-by-term. F' ( x ) = Determine the equation of the line tangent to the curve y = 8x + > at the point (3,25)