A tradesman marks his goods at 26% above the cost price. He allows his customer a discount of 12% on the marked price. His
profit per cent is:
This questions was previously asked in
SSC CPO 9th Nov 2022 Shift 1
Explanation:
- The tradesman marks his goods 26% above the cost price.
- We can represent the cost price as \( C \).
- Hence, the marked price becomes \( 1.26 \times C \).
- The customer receives a 12% discount on this marked price.
- Thus, the selling price is \( 0.88 \times 1.26 \times C = 1.1088 \times C \).
- The profit is then the difference between the selling price and the cost price: \( 1.1088C - C = 0.1088C \).
- Converting this to percentage: \( \frac{0.1088C}{C} \times 100 = 10.88\%\).
- Correct Answer: Option 1 - 10.88%