Jeans | Jackets | Sweaters | Shirts | Total Cost | |
Store A | 2000 | 4000 | 2100 | 4100 | $516,625 |
Store B | 1700 | 3500 | 2000 | 4300 | $472,325 |
Store C | 5000 | 1000 | 500 | 7500 | $405,375 |
Store D | 6000 | 1800 | 600 | 8000 | $507,000 |
A national chain of clothing goods stores recently sent shipments to the following stores. The number of items shipped to each store and their total wholesale cost is shown in the table below. Find the wholesale price of one of each item.
The cost of a pair of jeans is $___
The cost of a jacket is$___
The cost of a sweater is $___
The cost of a shirt is $___
Solution:
Let the random variable w, x, y and z denote the cost of a pair of jeans, cost of jacket, sweater and shirt. So, there is 4 variable and 4 equation and it can be solved by the use of any online calculator which is used to solve more than 2 equation.
Therefore, the cost of the pair of jeans =32.5, cost of jackets = 70, cost of sweater = 46 and cost of shirts = 20.25.
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