A small toy manufacturing firm has 220 squares of felt, 530 oz of stuffing, and 90 ft of trim available to make two types of toys, a small bear and a monkey. The bear requires 1 square of felt and 3 oz of stuffing. The monkey requires 2 squares of felt, 4 oz of stuffing, and 1 ft of trim. The firm makes $1 profit on each bear and $1.60 on ea monkey. Complete parts (a) through (g). (a) Set up the linear programming problem to maximize profit. Let x, and x2 be the numbers of bears and monkeys the firm makes. Maximize subject to: 2= 220 530 90 with (Do not factor. Use integers or decimals for any numbers in the expressions.) (b) Solve the linear programming problem in part (a). The firm should make bears and monkeys for maximum profit of S