A machine shop manufactures two types of bolts. The bolts require time on each of three groups
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Production schedules are made up one day at a time. In a day there are 240, 720, and 160 minutes available, respectively, on these machines. Type 1 bolts sell for 10Ï and type 2 bolts for 12Ï. How many of each type of bolt should be manufactured per day to maximize revenue? What is the maximum revenue?
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