A and B started a business with investments of Rs. 6000 and Rs. 7000 respectively. After 4 months, B withdrew Rs. 3000. At the end of the year the profit is Rs. 1320. What is the share of A?

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Solution

Ration of their shares will be
$6000 \times 12 : 7000 \times 4 + 4000 \times 8$
$72, 000 : 60, 000 \Rightarrow 6 : 5$
Profit is $1320$
Share of $A$ would be $= \frac{6}{6 + 5} \times 1320$
$= \frac{6}{11} \times 1320 = R s .720$

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A and B started a business with investments of Rs. 6000 and Rs. 7000 respectively. After 4 months, B withdrew Rs. 3000. At the end of the year the profit is Rs. 1320. What is the share of A?

Ration of their shares will be6000×12:7000×4+4000×872,000:60,000⇒6:5Profit is 1320Share of A would be =66+5×1320 =611×1320=Rs.720

Ration of their shares will be
$6000 \times 12 : 7000 \times 4 + 4000 \times 8$
$72, 000 : 60, 000 \Rightarrow 6 : 5$
Profit is $1320$
Share of $A$ would be $= \frac{6}{6 + 5} \times 1320$
$= \frac{6}{11} \times 1320 = R s .720$