A contractor is planning a job that will require a large amount of gravel and sand. The estimates for the necessary gravel and sand are: Coarse gravel Fine gravel Sand 20,000 yd³ 29,000 yd³ 20,000 yd³ There are two pits from which material can be obtained, and the plan is to haul from these two pits and to separate (screen) on the job whatever material is needed. Analysis shows that the material at each pit has the following composition: Pit A Pit B Coarse gravel Fine gravel Sand Waste 20% 14% 25% 41% 30% 50% 20% 0%

Advanced Engineering Mathematics
10th Edition
ISBN:9780470458365
Author:Erwin Kreyszig
Publisher:Erwin Kreyszig
Chapter2: Second-order Linear Odes
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A contractor is planning a job that will require a large amount of gravel and sand. The
estimates for the necessary gravel and sand are:
Coarse gravel
Fine gravel
Sand
20,000 yd³
29,000 yd³
20,000 yd³
There are two pits from which material can be obtained, and the plan is to haul
from these two pits and to separate (screen) on the job whatever material is needed.
Analysis shows that the material at each pit has the following composition:
Pit A
Pit B
Coarse gravel
Fine gravel
Sand
Waste
20%
14%
25%
41%
30%
50%
20%
0%
It costs $8/yd³ for material and hauling from pit A and $16/yd³ from pit B. Set
this up as a linear programming problem to minimize delivered cost.
Formulate and Solve with graphical solution method AND with Excel (Provide
Model, Answer and Sensitivity Report)
Transcribed Image Text:A contractor is planning a job that will require a large amount of gravel and sand. The estimates for the necessary gravel and sand are: Coarse gravel Fine gravel Sand 20,000 yd³ 29,000 yd³ 20,000 yd³ There are two pits from which material can be obtained, and the plan is to haul from these two pits and to separate (screen) on the job whatever material is needed. Analysis shows that the material at each pit has the following composition: Pit A Pit B Coarse gravel Fine gravel Sand Waste 20% 14% 25% 41% 30% 50% 20% 0% It costs $8/yd³ for material and hauling from pit A and $16/yd³ from pit B. Set this up as a linear programming problem to minimize delivered cost. Formulate and Solve with graphical solution method AND with Excel (Provide Model, Answer and Sensitivity Report)
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