Formulate a linear programming problem for the situation
described. Be sure to identify the variables, the constraints, and
the objective function. A manufacturer makes two in-line skate
models, the California and the Florida. Both models require two
operations in production: finishing the frame and installing and
balancing the wheels. These operations require the following
amounts of time (in minutes): Operation Frame (min) Wheels (min)
California 15 5 Florida 10 20 There are 120 hours of labor per day
available for each job. The profit per California model is $15, and
the profit per Florida model is $18. How should daily product be
scheduled to maximize profit? Do not solve the
problem.