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An article was sold at a loss of 18%. If it was sold for Rs 2,475 more, then there would have been a profit of 12% . The cost price
of the article is:
Rs 8,250
Rs 8,500
Rs 8,000
Rs 8,200
- Let's break down the problem:
- Initial sale results in an 18% loss.
- Selling it for Rs 2,475 more puts it at a 12% profit.
- This gives us two equations:
- \(0.82 \times \text{Cost Price} = \text{Selling Price}\)
- \(1.12 \times \text{Cost Price} = \text{Selling Price} + Rs 2,475\)
- Let's use the equations:
- \((1.12 \times \text{Cost Price}) - 0.82 \times \text{Cost Price} = Rs 2,475 \)
- \((0.3 \times \text{Cost Price} = Rs 2,475)\)
- Cost Price = Rs \(2,475 / 0.3 = 8,250\)
- Hence, the correct option is Option 1: Rs 8,250
By: santosh ProfileResourcesReport error
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