40 chairs are bought at the marked price of 36 chairs. If these 40 chairs are sold after giving a discount of 1%, then find the
profit percentage?
This questions was previously asked in
SSC MTS 19th July 2022 Shift-3
Explanation:
- Purchase Details:
- 40 chairs are bought at the price of 36 chairs.
- This means, for every 36 chairs, the cost covers 40 chairs.
- The cost per chair in terms of purchase is effectively reduced.
- Understanding the Marked Price and Purchase Price:
- Let the marked price of each chair be 'x'.
- Total marked price for 40 chairs = 40x.
- Amount paid = 36x (since 40 chairs bought at price of 36 chairs).
- Selling Details:
- A 1% discount is given on the marked price.
- Selling price per chair after 1% discount = 0.99x.
- Total selling price for 40 chairs = 40 * 0.99x = 39.6x.
- Profit Calculation:
- Cost Price (CP) for 40 chairs = 36x.
- Selling Price (SP) for 40 chairs = 39.6x.
- Profit = SP - CP = 39.6x - 36x = 3.6x.
- Profit Percentage = (Profit / CP) * 100 = (3.6x / 36x) * 100 = 10%.
- Correct Option:
- The correct answer is Option: 4, 10%.
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