The Digital Star Company makes two different models of computer tablets, which are assembled on two different assembly lines. Line 1 can assemble 32 units of the Star model and 44 units of the Prostar model per hour, and line 2 can assemble 160 units of the Star model and 44 units of the Prostar model per hour. The company needs to produce at least 288 units of the Star model and 220 units of the Prostar model to fill an order. If it costs $200 per hour to run line 1 and $400 per hour to run line 2, how many hours should each line be run to fill the order at the minimum cost?
line 1 | __ hr |
line 2 | __ hr |
What is the minimum cost?
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