A shopkeeper marks his articles at 30% above the cost price and allows the purchaser a discount of 20% for cash buying. What
profit per cent does he make?
This questions was previously asked in
SSC CHSL 9th June 2022 Shift-1
Explanation:
- Cost Price (CP): The original price of the article.
- Marked Price: This is set at 30% above the cost price. So, if CP is \(100\), Marked Price is \(130\).
- Discount: A 20% discount is given on the Marked Price. So, selling price is calculated as \(130 - (20\% \text{ of } 130) = 130 - 26 = 104\).
- Selling Price (SP): After discount, selling price is \(104\).
- Profit: The difference between the Selling Price and Cost Price. \(104 - 100 = 4\).
- Profit Percentage: Calculated as \(\frac{4}{100} \times 100\% = 4\%\).
- Option 1: 4% - This is the correct answer as calculated above.
- Option 2: 9% - Is incorrect as it overestimates the profit.
- Option 3: 6% - Is incorrect as well.
- Option 4: 5% - This represents an overestimation of profit.
Based on the explanation:
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