Cut Sew Unit profit (dollar) Tent 10 20 200 Sleeping Bag Daily capacity (minutes) 20 15 170 200 300

Advanced Engineering Mathematics
10th Edition
ISBN:9780470458365
Author:Erwin Kreyszig
Publisher:Erwin Kreyszig
Chapter2: Second-order Linear Odes
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A company that produces camping equipment processes the tent and sleeping bag it produces in cutting and sewing workshops. Information on production is given in the table below. Using the graphical method for solving the linear programming model,

1. Determine the objective function.
2. Determine the restrictive functions.
3. Plot the solution area graphically.
4. Find the values of the objective function for all the vertices of the OABC rectangle, which is the solution area.
5. Find the production amount of tents and sleeping bags to be produced according to the appropriate solution point.

Cut
Sew
Unit profit (dollar)
Tent
10
20
200
Sleeping Bag
Daily capacity (minutes)
20
15
170
200
300
Transcribed Image Text:Cut Sew Unit profit (dollar) Tent 10 20 200 Sleeping Bag Daily capacity (minutes) 20 15 170 200 300
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