the S.P. and the C.P. of the scooter for Rahim

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Solution

Given, for Rahim
$S . P = R s 14, 490$
Gain $= 5$ %
Now, with this S.P. and for Profit % $= \frac{S . P . - C . P .}{C . P .} \times 100 = 5$ %
$=> \frac{14, 490 - C . P .}{C . P .} \times 100 = 5$
$=> 14, 490 - C . P . = 0.05 C . P .$
$1.05 C . P . = 14, 490$
$=> C . P . = R s 13, 800$
Hence, for Rahim, $S . P = R s 14, 490$ and $=> C . P . = R s 13, 800$

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the S.P. and the C.P. of the scooter for Rahim

Given, for Rahim S.P=Rs14,490 Gain =5 %Now, with this S.P. and for Profit % =S.P.−C.P.C.P.×100=5 %=>14,490−C.P.C.P.×100=5=>14,490−C.P.=0.05C.P.1.05C.P.=14,490=>C.P.=Rs13,800Hence, for Rahim, S.P=Rs14,490 and =>C.P.=Rs13,800