A and B jointly invest ₹ 2100 and ₹ 3100 in a | vedclass

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(B) Total profit in the business $= ₹ 1040$.$A$ is an active partner and receives $25 \%$ of the total profit separately.Separate profit for $A = 25 \

Vedclass · Accepted Answer

₹ $575$,₹ $465$

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(B) Total profit in the business $= ₹ 1040$.$A$ is an active partner and receives $25 \%$ of the total profit separately.Separate profit for $A = 25 \% 	ext{ of } ₹ 1040 = \frac{1040 	imes 25}{100} = ₹ 260$.Remaining profit $= ₹ 1040 - ₹ 260 = ₹ 780$.The remaining profit is divided in the ratio of their capital investments.Ratio of capitals of $A$ and $B = 2100 : 3100 = 21 : 31$.Sum of ratio terms $= 21 + 31 = 52$.$A$'s share from remaining profit $= \frac{21}{52} 	imes 780 = ₹ 315$.$B$'s share from remaining profit $= \frac{31}{52} 	imes 780 = ₹ 465$.Total profit for $A = ₹ 315 + ₹ 260 = ₹ 575$.Total profit for $B = ₹ 465$.Thus,the profit shares for $A$ and $B$ are ₹ $575$ and ₹ $465$ respectively.

$A$ and $B$ jointly invest ₹ $2100$ and ₹ $3100$ in a firm. $A$ is an active partner,hence he receives $25 \%$ of the profit separately. If their business yields ₹ $1040$ as profit,what will be the profit share for each of them?

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