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Ramesh bought two boxes for Rs 1300. He sold one box at a profit of 20% and the other box at a loss of 12%. If the selling price of both boxes is the same, find the cost price of each box. |
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Answer» Cost price of two boxes = Rs. 1300 Let cost price of one box = Rs. x ∴ Cost price of other box = Rs. 1300 – x Selling price of first box = \(x +x\times \frac{20}{100}=x+\frac{x}{5}=Rs.\frac{6x}{5}\) Selling price of second box = (1300 - x) -(1300 - x) x \(\frac{12}{100}\) = Rs. \(\frac{28600-22x}{25}\) We have, = \(\frac{6x}{5}\) = \(\frac{28600-22x}{25}\) = 150x = 28600 x 5 - 110x = x = \(\frac{28600-5}{260}\) = 550 Hence, Cost price of first box = Rs. 550 Cost price of second box = 1300 – 550 = Rs. 750 |
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