Mr. Kapur purchased two toy cycles for Rs. 75 | vedclass

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(B) Cost Price $(C.P.)$ of each cycle $= ₹ 750$.Total $C.P.$ of two cycles $= 750 + 750 = ₹ 1500$.Selling Price $(S.P.)$ of the first cycle with $6 \%

Vedclass · Accepted Answer

$1 \%$ gain

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(B) Cost Price $(C.P.)$ of each cycle $= ₹ 750$.Total $C.P.$ of two cycles $= 750 + 750 = ₹ 1500$.Selling Price $(S.P.)$ of the first cycle with $6 \%$ gain $= 750 	imes (1 + 0.06) = 750 	imes 1.06 = ₹ 795$.Selling Price $(S.P.)$ of the second cycle with $4 \%$ loss $= 750 	imes (1 - 0.04) = 750 	imes 0.96 = ₹ 720$.Total $S.P. = 795 + 720 = ₹ 1515$.Since $S.P. > C.P.$,there is a profit.Profit $= 1515 - 1500 = ₹ 15$.Profit $\% = (	ext{Profit} / 	ext{Total } C.P.) 	imes 100 = (15 / 1500) 	imes 100 = 1 \%$ gain.

Mr. Kapur purchased two toy cycles for $Rs. 750$ each. He sold these cycles,gaining $6 \%$ on one and losing $4 \%$ on the other. The gain or loss percent in the whole transaction is

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