The cost price of goods, for a shopkeeper, was X. He marked them at 15% above the cost price. Finally, he sold the goods at a
discount of 25%. What is his profit/loss percentage ?
This questions was previously asked in
SSC CGL 7th March 2020 Shift-1
13% Loss
Incorrect Answer12% Profit
Incorrect Answer13.5% Profit
Incorrect Answer13.75% Loss
Correct AnswerExplanation:
- The cost price of the goods is X.
- The shopkeeper marks the goods at 15% above X.
- This makes the marked price 1.15X.
- He offers a discount of 25% on the marked price.
- The selling price becomes 75% of 1.15X, or 0.75 * 1.15X.
- This simplifies to 0.8625X.
- Calculate profit or loss:
- Selling at 0.8625X means selling below the cost price.
- This results in a loss: X - 0.8625X = 0.1375X.
- To find the loss percentage:
- (0.1375X / X) * 100% = 13.75% Loss.
Option 4: 13.75% Loss is correct.
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