A, B, C are partners in a business. During a | vedclass

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(C) Let the total profit be $P$.$A$ received $\frac{1}{3}P$ and $B$ received $\frac{1}{4}P$.The share of $C$ is given by $P - (\frac{1}{3}P + \frac{1}

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$4000$

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(C) Let the total profit be $P$.$A$ received $\frac{1}{3}P$ and $B$ received $\frac{1}{4}P$.The share of $C$ is given by $P - (\frac{1}{3}P + \frac{1}{4}P) = P - (\frac{4+3}{12})P = P - \frac{7}{12}P = \frac{5}{12}P$.Given that the share of $C$ is $Rs. 5000$,we have:$\frac{5}{12}P = 5000$$P = 5000 	imes \frac{12}{5} = 1000 	imes 12 = 12000$.Therefore,the total profit is $Rs. 12000$.The amount received by $A$ is $\frac{1}{3} 	imes 12000 = Rs. 4000$.

$A, B, C$ are partners in a business. During a particular $year$,$A$ received one-third of the profit,$B$ received $\frac{1}{4}$ of the profit,and $C$ received the remaining $Rs. 5000$. How much amount of money did $A$ receive? (in $Rs.$)

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