Problem 1-09 (Algorithmic) Suppose the following is the mathematical model: Max 11>x ax 55 where a is the number of hours required for each unit produced with a = 4, the optimal solution is x = 13.75. If we have a stochastic model with a = 2, a = 3, a = 4, or a-5 as the possible values for the number of hours required per unit, what is the optimal value for x? Round your answers for the optimal solution to two decimal places. Round the answers for profit to the nearest dollar 27.5and profit$ 302.5X 18.3 X and profit-$ 201.7 X If a -4, x- 13.8 X and profit-$ 151.3 X and profit = $ 5 121 What problems does this stochastic model cause? The problem with this stochastic model is a is variable and known with certainty x and therefore the values of the objective function coefficlent x are not known with certainty