A company makes and sells two products, A and B that each use time on production line 1 and production line 2 to be manufactured.Product A requires 7 hours on line 1 and 12 hours on line 2.Product B requires 5 hours on line 1 and 2 hours on line 2.Line 1 has 720 hours available each month and Line 2 has 900 hours available each month.Product A has a unit CM of $240 and Product B has a unit CM of $120.

1)State each of the constraints in a mathematical inequality.

1)Using the graphing method, estimate the optimal solution for product A and product B.Place each of the lines on the graph in the appropriate position to indicate the production constraints and the optimal solution.Show all constraint calculations on the next page in the area provided.