A and B enter into a partnership for a year. A contributes Rs 1500 and B Rs 2000. After 4 months, they admit C who contributes Rs 2250. If B withdraws his contribution after 9 months, at the end of the year they share profit in the ratio:?

2:1:3

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1:3:2

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1:1:2

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1:1:1

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None of these

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Solution

The correct option is D 1:1:1
Obviously, C invests for 12 - 4 = 8 months.
$∴$ Equivalent capitals are
$R s 1500 \times 1; R s 2000 \times \frac{9}{12} = R s 1500,$
$R s 2250 \times \frac{8}{12} = R s 1500$
$∴$ Profit is to be shared in the ratio of 1500:1500:1500=1:1:1.

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A and B enter into a partnership for a year. A contributes Rs 1500 and B Rs 2000. After 4 months, they admit C who contributes Rs 2250. If B withdraws his contribution after 9 months, at the end of the year they share profit in the ratio:?

The correct option is D 1:1:1Obviously, C invests for 12 - 4 = 8 months. ∴ Equivalent capitals are Rs 1500×1;Rs 2000×912=Rs 1500, Rs 2250×812=Rs 1500 ∴ Profit is to be shared in the ratio of 1500:1500:1500=1:1:1.

The correct option is D 1:1:1
Obviously, C invests for 12 - 4 = 8 months.
$∴$ Equivalent capitals are
$R s 1500 \times 1; R s 2000 \times \frac{9}{12} = R s 1500,$
$R s 2250 \times \frac{8}{12} = R s 1500$
$∴$ Profit is to be shared in the ratio of 1500:1500:1500=1:1:1.