linear application problem

dar1125

New member
Joined
Dec 19, 2004
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7
Here's the problem :
A greeting card manufacturer has 370 boxes of a type of card in warehouse 1 and 290 of the same type of card in warehouse 2. A shop in SanJose orders 350 boxes of the card, and another shop in Memphis orders 300 boxes. The shipping costs per box to these shops from the two warehouses are:



warehouse 1: $ .25 To SanJose/ $ .22 To Memphis

warehouse 2: $ .23 To SanJose / $ .21 To Memphis

How many boxes should be shipped to each city from each warehouse to minimize shipping costs? What is the minimum cost?

I don't know how to begin this problem, I'm having trouble figuring out what the constraints would be and the objective function. Any help is appreciated.
 
Minimize the .25 from W1:

San Jose: 60 from W1, 290 from W2: 81.70
Memphis: 300 from W1 : 66.00
81.70 + 66.00 = 147.70
 
You'll "try that"? Are you the warehouse shipper :shock:
 
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