finite math Minnan appliance repairer has 5 suction, 12 TV sets, and?
An appliance repair has 5 suction, 12 TVs and 18 video players for repairs. The shop employs two part-time repairmen. A repairman can repair a vacuum cleaner, three TVs, VCRs and three in 1 week, while the second can repair vacuum repair one, two televisions and six VCR in 1 week. The first employee is paid $ 250 per week The second employee is paid $ 220 a week. To minimize the cost, how many weeks should each of the two repairmen be used?
x = number of weeks and repairer first = number of weeks for the second x + y ≥ 5 3x + 2y ≥ 12 3x + 6y ≥ 18 graphic for the corner points are the corner points (2,3) and (4.1) z (x, y) = 250x + 220y Z (2.3) = 1160 x (4.1) = 1220 hence x = 2, y = 3
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