If a shopkeeper allows a 20 % discount on his | vedclass

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(B) Given that the profit is $Rs. 6000$,which corresponds to $25 \%$ of the cost price $(C.P.)$.$25 \% 	ext{ of } C.P. = 6000$$C.P. = \frac{6000 	im

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$37500$

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(B) Given that the profit is $Rs. 6000$,which corresponds to $25 \%$ of the cost price $(C.P.)$.$25 \% 	ext{ of } C.P. = 6000$$C.P. = \frac{6000 	imes 100}{25} = Rs. 24000$Now,the selling price $(S.P.)$ is $C.P. + 	ext{Profit} = 24000 + 6000 = Rs. 30000$.The shopkeeper allows a $20 \%$ discount on the advertised price (marked price),meaning the selling price is $80 \%$ of the advertised price.$0.80 	imes 	ext{Advertised Price} = 30000$$	ext{Advertised Price} = \frac{30000}{0.80} = Rs. 37500$.

If a shopkeeper allows a $20 \%$ discount on his advertised price and makes a profit of $25 \%$ on his outlay,what is the advertised price (in $Rs.$) on which he gains $Rs. 6000$?

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