Answer following questions to the case: Saving the Manatees
(1) Create a spreadsheet model for this problem and solve it. What is the optimal solution?
(2) Of the constraints Tom place on this problem, which are "binding" or preventing the objective function from being improved further?
(3) Suppose Tom was willing to increase the allowable number of evening TV ads. How much would this improve the solution?
(4) Suppose Tom was willing to double the allowable number of radio ads aired each day. How much would this improve the solution?