The marked price of a laptop is Rs. 12000. In | vedclass

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(B) Marked Price $(M.P.)$ of the laptop $= Rs. 12000$.Discount $= 15\%$ of $12000 = \frac{15}{100} 	imes 12000 = Rs. 1800$.Selling Price $(S.P.)$ $=

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$10625$

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(B) Marked Price $(M.P.)$ of the laptop $= Rs. 12000$.Discount $= 15\%$ of $12000 = \frac{15}{100} 	imes 12000 = Rs. 1800$.Selling Price $(S.P.)$ $= M.P. - 	ext{Discount} = 12000 - 1800 = Rs. 10200$.Given that there is a loss of $4\%$ on the cost price $(C.P.)$,the relationship is $S.P. = C.P. 	imes (1 - 	ext{Loss}\%)$.$10200 = C.P. 	imes (1 - 0.04) = C.P. 	imes 0.96$.$C.P. = \frac{10200}{0.96} = Rs. 10625$.Therefore,the cost price of the laptop is $Rs. 10625$.

The marked price of a laptop is $Rs. 12000$. In a clearance sale,it is sold at a discount of $15\%$,incurring a loss of $4\%$. What is the cost price of the laptop? (in $Rs.$)

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