\f\fd) (3 points) In Part b) you found formulas for &', &', , and d'. We also know that e*#-c-9 = g(x). Substitute those formulas into your answer in Part ) to find a formula for g'(x) using only the variables glx).u o v, v, w, w, and x. Your answer here should not include any of the variables a, &' b, b/, c. ', d, or d', or the constant e, g'(x) = e) (3 points) Our final step is rewriting the variables g(x), u, u', v, v/, w, W', z, and 2' in terms of the single variable x. Using your answer to Part d), substitute each copy of v, v, v, v/, w, w', z, and 2' in terms of only the variable x using the formulas you found in Part a). You should also substitute out g(x) for our original function. Your answer for this part should only contain the variable x. Your answer will be very long. You may want to neatly use two lines to write the full expression. g'(x)= (continued)