A shopkeeper sold some articles at Rs.,35 per | vedclass

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Question

In the first case, we have, $S.P.$ $=Rs. 35$ and gain $\%$ $=40 \%$

$	herefore \quad C \cdot P =\left(\frac{100}{100+\operatorname{Gain} \%}ight

Vedclass · Accepted Answer

$40$

Vedclass · Answer

In the first case, we have, $S.P.$ $=Rs. 35$ and gain $\%$ $=40 \%$

$	herefore \quad C \cdot P =\left(\frac{100}{100+\operatorname{Gain} \%}ight) 	imes S \cdot P$

$=\left(\frac{100}{100+40}ight) 	imes 35$

$=\frac{100}{140} 	imes 35=Rs 25$

In the second case, $C . P. =₹ 25$ and $\operatorname{gain} \%=60 \%$

$	herefore \quad$ S.P. $=\left(\frac{100+\operatorname{Gain} \%}{100}ight) 	imes C . P$

$=\left(\frac{100+60}{100}ight) 	imes 25$

$=\frac{160}{100} 	imes 25=Rs. 40$

A shopkeeper sold some articles at $Rs.\,35$ per piece and gained $40 \% .$ What would be the selling price of each article to earn $60 \%$ profit? (in $Rs.$)

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