Partnership
- Ravi and Kavi start a business by investing ₹ 8000 and ₹ 72000, respectively. Find the ratio of their profits at the end of year.
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Ratio of profit = Ratio of investments
Correct Option: D
Ratio of profit = Ratio of investments
= 8000 : 72000 = 1 : 9
- P starts a business with ₹ 300000 and Q join him after 3 months with ₹ 1200000. Find the ratio of their profits at the end of the year .
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P's share : Q's share = (300000 x 12) : (1200000 x 9)
Correct Option: D
P's share : Q's share = (300000 x 12) : (1200000 x 9)
= 36 : 108 = 1 : 3
- Ram, Shyam and Kamal together start a business in partnership. The ratio of their capitals is 3 : 4 : 7. If their annual profit be ₹ 21000, what will be Kamal's share in this profit ?
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Given ratio of profits of Ram, Shyam and Kamal = Ratio of their capitals
= 3 : 4 : 7
Kamal's share = [7/(3 + 4 + 7)] x 21000Correct Option: B
Given ratio of profits of Ram, Shyam and Kamal = Ratio of their capitals
= 3 : 4 : 7
Kamal's share = [7/(3 + 4 + 7)] x 21000
= 7 x 1500 = ₹ 10500
- A start a business with ₹ 9000 and B joins him after 6 months with an investment of ₹ 45000. What will be the investment of ₹ 45000. What will be the ratio of the profits of A and B at the end of year ?
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A's share : B's share = 900 x 12 : 45000 x (12 - 6)
Correct Option: C
A's share : B's share
= 900 x 12 : 45000 x (12 - 6)
= 12 : 5 x 6 = 2 : 5
- A starts a business with ₹ 4000 and B joins him after 3 months with ₹ 16000. Find the ratio of their profit at the end of year.
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A's share : B's share
= Ratio of products of investment and time period of investment
= (4000 x 12) : 16000 x (12 - 3)Correct Option: A
A's share : B's share
= Ratio of products of investment and time period of investment
= (4000 x 12) : 16000 x (12 - 3)
= 4 x 12 : 16 x 9
= 1 : 3
Note Here, the partnership is compound, in which A invested for 1 yr or 12 month and B invested 3 months later. it does mean B invested for (12 - 3) months.