Problem 5. (1 point) Using the Rules for Finding the Derivative of a Function. For the following exercise, assume that f(z) and g(a:) are both differentiable functions of a: with values as given in the following table. Use the table to calculate the following derivatives. a: 1 3 4 f(a:) 2 1 2 7 9(2) 2 0 2 16 df dz 0 -2 -4 6 -6 0 -6 -24 a9: 1. If h(a:) = mf(:c) + 4g(a:) then, h'(1) = 2. Ifh(a:) = % then, h'(2) = 3. If h(:c) = 2a: - f(:c)g(w) then, h'(3) = 4. \"(2) = in :18 then, h'(4) = If you believe that a value is not defined, type "ND" Note: You can earn partial credit on this