A company produces product A and product B. Each product must go through two processes. Each A produced requires two hours in process 1 and five hours in process 2. Each B produced requires six hours in process 1 and three hours in process 2. There are 80 hours of capacity available each week in each process. Each A produced generates $6.00 in profit for the company. Each B produced generates $9.00 in profit for the company.
- find the objective function if the company produces 6 units of A and 9 units of B-what is the constraint equation for process 1 (given productions of 6 and 9 mentioned above)
• also give the constraint equations for process 2
• be able to calculate the value of the objective function