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A shopkeeper fixes the price of an article in such a way that after allowing 32% discount, he wants again of 14%. If the marked
price is Rs 342, then the cost price of the article is:
Rs 212
Rs 204
Rs 218
Rs 196
- The marked price of the article is given as Rs 342.
- A 32% discount on Rs 342 means the selling price is 68% of the marked price.
- Calculate the selling price: \( 342 \times \frac{68}{100} = Rs 232.56 \).
- The shopkeeper wants a 14% gain on the cost price.
- Let the cost price be \( x \). With a 14% gain, the selling price should be \( x \times \frac{114}{100} \).
- Equate the selling price to the cost price with gain: \( x \times \frac{114}{100} = 232.56 \).
- Solve the equation: \( x = \frac{232.56 \times 100}{114} = Rs 204 \).
The correct answer is Option 2: Rs 204.
By: santosh ProfileResourcesReport error
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