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On the marked price of an article, the difference between the two selling prices, one with a single discount of 45% and the other
with two successive discounts of 20% and 25%, is Rs124. What is the marked price (in Rs) of the article?
2,540
2,480
2,520
2,500
- Let's find the marked price of the article using the given conditions.
- Consider "M" as the marked price of the article.
- First Option: A single discount of 45% is given.
- Selling price = M - 0.45M = 0.55M
- Second Option: Two successive discounts of 20% and 25% are applied.
- First discount = 20% of M; Selling price = 0.8M
- Second discount = 25% on the discounted selling price; Selling price = 0.75 * 0.8M = 0.6M
- The difference between the two selling prices is given as Rs 124.
- Equation: 0.55M - 0.6M = 124
- Solving: -0.05M = 124
- M = 124 / -0.05 = 2480
- The correct answer is option: 2,480.
- Therefore, the marked price of the article is 2,480 Rs.
Correct Answer: Option 2 (2,480)
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