The Proper Apparel company produces a line of tuxedos and a line of wedding dresses. The tuxedos provide a profit of $50 for each unit, while each wedding dress provides a profit of $150. Two units of material are required to make one tuxedo, while a wedding dress requires four units. In addition, a tuxedo takes three hours of time to produce, and a wedding dress takes seven hours. If 210 units of material, and 150 hours of production time are available, how many tuxedos and how many dresses should be produced to maximize profit?
Formulate a linear program to answer the question.
What is the :
Objective function:
Decision variables:
Constraints: