Problem:
An appliance manufacturer produces two models of microwave ovens: Home and Work. Both models require fabrication and assembly work. Each home microwave uses four hours of fabrication and two hours of assembly and each work microwave uses two hours of fabrication and six hours of assembly. There are 600 fabrication hours available this week and 480 hours of assembly. Each home microwave costs $400 and sells for $440. Each work microwave costs $500 and sells for $530.
Set up and solve the associated linear program.