Question 1000945
You have 75 Lbs of premium coffee and 130 Lbs of regular coffee in your storeroom. There are two ways these can be blended to make 1 Lb packages. 
The basic blend contains 3 ounces of premium coffee and 13 of regular. 
The super blend contains 8 ounces of premium coffee and 8 of regular. 
You make $4 profit for every 1-Lb package of basic blend you sell, and you make $3 profit for every 1-LB package of super blend you sell. 
How many packages of each blend should you make in order to maximize your profit for this month?
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Objective function: Profit = 4b + 3s
b >= 0
s >= 0
Premium coffee Inequality:: 3b+8s <= 75 lbs
Regular coffee Inequlity::: 13b+8s <= 130 lbs
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Graph; find the vertex values:: substitute each vertex pair into the Profit
equation to find the pair that gives the maximum.
Cheers,
Stan H.
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