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Re: A salesman sells two identical jewelry boxes at the same pri [#permalink]
amitmathew wrote:
A salesman sells two identical jewelry boxes at the same price to two different stores. at the first store, the price of the jewelry box is decreased by a 10% for a sale, and then increased by 20% for profit. at the second store, the price of the jewelry box is increased by 10% for profit, and then decreased 20% for a sale.

Quantity A
Quantity B
The profit on the jewelry box at the first store.
The percent difference from the jewelry box at the salesman's cost to the jewelry box's final cost at the second store.


Option A is only profit it is not % so option A could be anything while option B is fixed at 12%.
If B is the ans the question needs to be reworded
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Re: A salesman sells two identical jewelry boxes at the same pri [#permalink]
1
Assume the price = $100
1st store
- Decreased 10% for sale = 90% x $100 = $90
- Increased 20% for profit = 120% x $90 = $108

2nd store
- Increase 10% for profit = 110 / 100 x $100 = $110
- Decrease 20% for sale = 80 / 100 x $110 = $88

Quantity A: The profit on the jewelry box at the first store = $108 / $100 x 100% = 8%
Quantity B: The percent difference from the jewelry box at the salesman's cost to the jewelry box's final cost at the second store = $100 - $88 / $100 x 100% = 12%
12% > 8%

Correct Answer: B) The Quantity B is greater
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