A company produces tables and chairs. There is a certain amount of time required for assembly and a certain amount of time required for finishing. However, there is a limit to how much labor is available for each process. Using the tabled information below, determine the number of tables and chairs that should be produced so that profit is maximized (subject to the labor constraints). Set up the constraint equations Set up the objective equation for profit Graph the constraint equations and locate the corner points of the solution region. How many tables and how many chairs should be produced to maximize profit? # of tables: What is the maximum profit at that production