A shopkeeper sold a TV set for Rs. 17940 with | vedclass

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(D) Given: Selling Price $(S.P.)$ = $Rs. 17940$,Profit $\% = 19.6 \%$,Discount $\% = 8 \%$.Step $1$: Calculate the Cost Price $(C.P.)$.$C.P. = \frac{S

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$30$

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(D) Given: Selling Price $(S.P.)$ = $Rs. 17940$,Profit $\% = 19.6 \%$,Discount $\% = 8 \%$.Step $1$: Calculate the Cost Price $(C.P.)$.$C.P. = \frac{S.P.}{1 + \frac{	ext{Profit } \%}{100}} = \frac{17940}{1.196} = Rs. 15000$.Step $2$: Calculate the Marked Price $(M.P.)$.Since $S.P. = M.P. 	imes (1 - \frac{	ext{Discount } \%}{100})$,we have $17940 = M.P. 	imes 0.92$.$M.P. = \frac{17940}{0.92} = Rs. 19500$.Step $3$: Calculate profit percentage if no discount is offered.If no discount is offered,$S.P. = M.P. = Rs. 19500$.Profit = $S.P. - C.P. = 19500 - 15000 = Rs. 4500$.Profit $\% = (\frac{	ext{Profit}}{C.P.}) 	imes 100 = (\frac{4500}{15000}) 	imes 100 = 30 \%$.

$A$ shopkeeper sold a $TV$ set for $Rs. 17940$ with a discount of $8 \%$ and earned a profit of $19.6 \%$. What would have been the percentage of profit earned if no discount was offered (in $\%$)?

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