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B starts some business by investing Rs 90000. After 4 months, D joins business by investing Rs 80000. At the end of the year, in what ratio will they share the profit?
- a)10 : 7
- b)9 : 4
- c)27 : 16
- d)7 : 3
Correct answer is option 'C'. Can you explain this answer?
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B starts some business by investing Rs 90000. After 4 months, D joins...
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B starts some business by investing Rs 90000. After 4 months, D joins...
To find the ratio in which B and D share the profit, we need to consider their investments and the duration for which they have been invested.
Given:
B invests Rs 90000 for the entire year.
D joins after 4 months (i.e., 1/3 of the year) and invests Rs 80000.
We can calculate the ratio of their investments by multiplying the amount invested by the duration for which it has been invested.
Investment of B = Rs 90000 * 1 year = Rs 90000
Investment of D = Rs 80000 * 1/3 year = Rs 26666.67 (approx.)
Now, let's calculate the ratio of their investments:
Investment ratio = B's investment : D's investment
= 90000 : 26666.67
= 27 : 8 (approx.)
Now, let's consider the profit distribution. Since B has been invested for the entire year, he is entitled to the profit for the entire year. However, D has joined after 4 months, so his profit entitlement will be calculated for 8 months (i.e., 1 year - 4 months).
Profit ratio = B's profit : D's profit
= (B's investment * B's duration) : (D's investment * D's duration)
= (90000 * 1) : (26666.67 * 8/12)
= 90000 : 17777.78
= 27 : 8 (approx.)
Hence, the ratio in which B and D will share the profit is 27 : 8.
Therefore, the correct option is C) 27 : 16.
Given:
B invests Rs 90000 for the entire year.
D joins after 4 months (i.e., 1/3 of the year) and invests Rs 80000.
We can calculate the ratio of their investments by multiplying the amount invested by the duration for which it has been invested.
Investment of B = Rs 90000 * 1 year = Rs 90000
Investment of D = Rs 80000 * 1/3 year = Rs 26666.67 (approx.)
Now, let's calculate the ratio of their investments:
Investment ratio = B's investment : D's investment
= 90000 : 26666.67
= 27 : 8 (approx.)
Now, let's consider the profit distribution. Since B has been invested for the entire year, he is entitled to the profit for the entire year. However, D has joined after 4 months, so his profit entitlement will be calculated for 8 months (i.e., 1 year - 4 months).
Profit ratio = B's profit : D's profit
= (B's investment * B's duration) : (D's investment * D's duration)
= (90000 * 1) : (26666.67 * 8/12)
= 90000 : 17777.78
= 27 : 8 (approx.)
Hence, the ratio in which B and D will share the profit is 27 : 8.
Therefore, the correct option is C) 27 : 16.
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B starts some business by investing Rs 90000. After 4 months, D joins business by investing Rs 80000. At the end of the year, in what ratio will they share the profit?a)10 : 7b)9 : 4c)27 : 16d)7 : 3Correct answer is option 'C'. Can you explain this answer?
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B starts some business by investing Rs 90000. After 4 months, D joins business by investing Rs 80000. At the end of the year, in what ratio will they share the profit?a)10 : 7b)9 : 4c)27 : 16d)7 : 3Correct answer is option 'C'. Can you explain this answer? for Railways 2024 is part of Railways preparation. The Question and answers have been prepared according to the Railways exam syllabus. Information about B starts some business by investing Rs 90000. After 4 months, D joins business by investing Rs 80000. At the end of the year, in what ratio will they share the profit?a)10 : 7b)9 : 4c)27 : 16d)7 : 3Correct answer is option 'C'. Can you explain this answer? covers all topics & solutions for Railways 2024 Exam. Find important definitions, questions, meanings, examples, exercises and tests below for B starts some business by investing Rs 90000. After 4 months, D joins business by investing Rs 80000. At the end of the year, in what ratio will they share the profit?a)10 : 7b)9 : 4c)27 : 16d)7 : 3Correct answer is option 'C'. Can you explain this answer?.
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