Question
You have to program the manufacture of two products: X and Y, whose order lots are 1000 and 800 units respectively, the explosion trees show
You have to program the manufacture of two products: "X" and "Y", whose order lots are 1000 and 800 units respectively, the explosion trees show the quantities of components that go into each product and the "D O P" show the operations to make the products as well as their standard times (minutes / piece); the operations "1" of each product is done on the M1 machine, operations "2" are done on the M2 machine, both machines have their respective operator, operations "3" and "4" are manual processes working with a single operator. to assemble the products "X" and "Y" respectively; 1 week = 5 days, 1 day = 8 hours; the plant works one shift only; for cost effects is convenient to work with full batches of orders What is the shortest possible time to deliver the two finished products? b) If work starts, work on Monday, March 1 at 7 am. When is the work completed to deliver (insert month, day and time)? (2 points) f) If the staff earns 8 soles per hour, what is the total cost to manufacture these two products? (2 points)
Y 2 1 1 b C "b" "a" "C" 0.96 2 0.72 1 1.2 1 0.6 2 0.48 3 X 1.8 Y 2 1 1 b C "b" "a" "C" 0.96 2 0.72 1 1.2 1 0.6 2 0.48 3 X 1.8Step by Step Solution
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