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Bunuel
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Given that, cost price = x; selling price = y

Statement-1:
Profit = 25% of x
y - x = 0.25x
y = 1.25x
x = 0.8y = 80% of y
Sufficient.

Statement-2:
Profit = 20 % of y
y - x = 0.2y
x = 0.8y = 80% of y
Sufficient.

Answer is D.
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We need to find what percent of the selling price is the cost:
yx×100
Statement (1)
Gross profit = 25% of cost.
y−x=0.25x y=1.25x
Therefore,
yx=1.25xx=0.8
So cost = 80% of selling price.
✅ Statement (1) is sufficient.
Statement (2)
Gross profit = 20% of selling price.
y−x=0.20y x=0.80y
So cost = 80% of selling price.
✅ Statement (2) is sufficient.
Answer: D — Each statement alone is sufficient.
GMAT shortcut:
  • Profit = 25% of cost → Selling price = 125% of cost → Cost = 80% of SP
  • Profit = 20% of selling price → Cost = 80% of SP

Bunuel
­An appliance store acquired a refrigerator at a cost of x dollars and sold the item for y dollars. The cost of the item was what percent of its selling price?

(1) The gross profit from the item was 25% of the cost of the item.

(2) The gross profit from the item was 20% of the selling price of the item.


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