The labelled price of a cupboard is Rs. 6500. | vedclass

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(B) Labelled price of the cupboard $= Rs. 6500$.Selling price $(S.P.)$ after $5\%$ discount $= 6500 	imes (1 - 0.05) = 6500 	imes 0.95 = Rs. 6175$.L

Vedclass · Accepted Answer

$5350$

Vedclass · Answer

(B) Labelled price of the cupboard $= Rs. 6500$.Selling price $(S.P.)$ after $5\%$ discount $= 6500 	imes (1 - 0.05) = 6500 	imes 0.95 = Rs. 6175$.Let the cost price $(C.P.)$ be $x$.Given that the profit percentage is $15\%$,the relationship between $S.P.$ and $C.P.$ is $S.P. = C.P. 	imes (1 + 	ext{Profit}\%)$.$6175 = x 	imes (1 + 0.15)$.$6175 = 1.15x$.$x = \frac{6175}{1.15} \approx 5369.56$.Rounding to the nearest given option,the cost price is approximately $Rs. 5350$.

The labelled price of a cupboard is $Rs. 6500$. The shopkeeper sold it by giving $5\%$ discount on the labelled price and earned a profit of $15\%$. What approximately is the cost price of the cupboard? (in $Rs.$)

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