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(C) Let the marked price of the watch be $M.P.$When the discount is $5 \%$,the selling price is $95 \% 	ext{ of } M.P. = 0.95 	imes M.P.$When the di

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$750$

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(C) Let the marked price of the watch be $M.P.$When the discount is $5 \%$,the selling price is $95 \% 	ext{ of } M.P. = 0.95 	imes M.P.$When the discount is $7 \%$,the selling price is $93 \% 	ext{ of } M.P. = 0.93 	imes M.P.$The difference in profit is given as $Rs. 15$,which corresponds to the difference in selling prices:$(0.95 	imes M.P.) - (0.93 	imes M.P.) = 15$$0.02 	imes M.P. = 15$$M.P. = \frac{15}{0.02} = \frac{1500}{2} = 750$Therefore,the marked price of the watch is $Rs. 750$.

While selling a watch,a shopkeeper gives a discount of $5 \%$. If he gives a discount of $7 \%$,he earns $Rs. 15$ less as profit. The marked price of the watch is (in $Rs.$):

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