Linear Programming: Raw Materials Constraint. A to Z Manufacturing Company manufactures two products: Bee and Cee. Each unit of Bee requires two units of raw material Jay and four units of raw material Kay. Each unit of Cee requires three units of raw material Jay and two units of raw material Kay. There is a shortage of raw materials, and the firm is unable to make monthly purchases that exceed 6,000 units of Jay and 8,000 units of Kay. Unit contribution margin is $3 for Bee and $5 for Cee.

a. Assuming that the firm wants to maximize contribution margia, determine the objective function.

b. Determine the constraints.

c. Regardless of whether it is the optimal amount, calculate the maximum amount of Bee that can be produced