a. Formulate a set of linear constraints that characterize the production process at Wilson Manufacturing and draw a graph of the feasible region.
b. Wilson is considering manufacturing either 300 dozen baseballs and 300 dozen softballs or 350 dozen baseballs and 350 dozen softballs. Characterize each of these solutions as an interior point, extreme point, or infeasible point and explain why, regardless of Wilson Manufacturing’s objective, neither could be an optimal solution.
c. If Wilson estimates that its profit is $7 per dozen baseballs and $ 1 0 per dozen softballs, determine a production schedule that maximizes Wilson’s daily profit.
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