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A and B enter into partnership with capitals in the ratio 5 : 6. At the end of 8 months A withdraws his capital. They received profits in the ratio 5 : 9. B invested the capital for
6 months
8 months
10 months
12 months
D.
12 months
Profit sharing ratio = CATA : CBTB
5 : 9 = 5 x 8 : 6 x TB
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A and B invest in the ratio 3 : 5. After 6 months, C joins the business investing an amount equal to B's. At the end of the year what will be the ratio of their profits?
6 : 10 : 5
3 : 5 : 2
8 : 10 : 5
3 : 5 : 5
A.
6 : 10 : 5
A's investment = Rs. 3x
B's investment = Rs. 5x
C's investment = Rs. 5x
According to the question,
A and B jointly made a profit of Rs. 1650 and they decided to share it such that 
of A's profit is equal to 
of B's profit. Then profit of B is
Rs. 700
Rs. 750
Rs. 850
Rs. 800
B.
Rs. 750
Let B's profit be Rs. x
∴ A's profit = Rs. (1650 - x)
According to the question,
A and B started a business by investing ₹ 3,50,000 and ₹ 1,40,000 respectively. A gets 20% of the yearly profit for managing the business. Thereafter the profit is divided in the ratio of the capital. If A receives totally ₹ 38,000 more than B at the end of a year, then the profit is
₹ 28,000
₹ 2,80,000
₹ 1,05,000
₹ 70,000
D.
₹ 70,000
Let the total profit be Rs. x
Now, A gets 20% profit for managing business = 
Remaining profit = 
Thereafter, remaining profit will be distributed in the profit sharing ratio.
i.e. (350000 : 140000) = 5 : 2
∴ A's total share =
∴ Difference
(i) - (ii) = 38000
A, B and C together start a business. Three times the investment of A equals four times the Investment of B and the Capital of B is twice that of C. The ratio of share of each in the profit is
8 : 3 : 6
3 : 8 : 6
3 : 6 : 8
8 : 6 : 3
D.
8 : 6 : 3
According to the question,
Three times the investment of A equals four times the investment of B
3A = 4B
⟹ A : B = 4 : 3 ...(i)
B's Capital is twice C's capital.
∴ B : C = 2 : 1 ...(ii)
∴ A : B : C = 4 x 2 : 3 x 2 : 3 x 1 = 8 : 6 : 3
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