Study the following data carefully and answer the given questions:Three persons P, Q and R invested in a business in such a way that, P started the business and Q and R joined the business later.P started a business by investing (x + 6000) rupees. After 4 months, P withdrew Rs. 3000 from the business and Q joined the business by investing (x – 2000) rupees. After 4 more months, Q invested Rs. 10000 more. R invested ‘x’ rupees in the business for ‘t’ months. After 1 year from the starting of the business, P’s profit share is 60% more than that of Q, which is 25% more than that of R.Q. Find the average of initial investments of P, Q and R?a)Rs. 13333.33b)Rs. 12333.33c)Rs. 15333.33d)Rs. 10333.33e)Rs. 11333.33Correct answer is option 'A'. Can you explain this answer?

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Study the following data carefully and answer the given questions:

Three persons P, Q and R invested in a business in such a way that, P started the business and Q and R joined the business later.

P started a business by investing (x + 6000) rupees. After 4 months, P withdrew Rs. 3000 from the business and Q joined the business by investing (x – 2000) rupees. After 4 more months, Q invested Rs. 10000 more. R invested ‘x’ rupees in the business for ‘t’ months. After 1 year from the starting of the business, P’s profit share is 60% more than that of Q, which is 25% more than that of R.

Q. Find the average of initial investments of P, Q and R?

a)
Rs. 13333.33
b)
Rs. 12333.33
c)
Rs. 15333.33
d)
Rs. 10333.33
e)
Rs. 11333.33

Correct answer is option 'A'. Can you explain this answer?

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Study the following data carefully and answer the given questions:Thr...

After 1 years, ratio between profit shares of P, Q and R respectively

[{(x + 6000) * 4 + (x + 6000 – 3000) * 8}]: [{(x – 2000) * 4 + (x – 2000 + 10000) * 4}]: [x * t]

[4x + 24000 + 8x + 24000]: [4x – 8000 + 4x + 32000]: [x * t]

[12x + 48000]: [8x + 24000]: [x * t]

Since, P’s profit share is 60% more than that of Q.

So,

12x + 48000 = (8x + 24000) * (160/100)

60x + 240000 = 64x + 192000

x = 12000

Since, Q’s profit share is 25% more than that of R.

So,

8x + 24000 = (x * t) * (125/100)

120000 = 12000t * (5/4)

t = 8

Initial investment of P = 12000 + 6000 = Rs. 18000

Initial investment of Q = 12000 – 2000 = Rs. 10000

Initial investment of R = Rs. 12000

Required average = (18000 + 10000 + 12000)/3 = Rs. 13333.33

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Study the following data carefully and answer the given questions:Three persons P, Q and R invested in a business in such a way that, P started the business and Q and R joined the business later.P started a business by investing (x + 6000) rupees. After 4 months, P withdrew Rs. 3000 from the business and Q joined the business by investing (x – 2000) rupees. After 4 more months, Q invested Rs. 10000 more. R invested ‘x’ rupees in the business for ‘t’ months. After 1 year from the starting of the business, P’s profit share is 60% more than that of Q, which is 25% more than that of R.Q. If Q’s initial investment were Rs. 2000 less and the other information were remained same, then what would be the ratio of Q’s profit share to R’s profit share after 1 year?

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Study the following data carefully and answer the given questions:Three persons P, Q and R invested in a business in such a way that, P started the business and Q and R joined the business later.P started a business by investing (x + 6000) rupees. After 4 months, P withdrew Rs. 3000 from the business and Q joined the business by investing (x – 2000) rupees. After 4 more months, Q invested Rs. 10000 more. R invested ‘x’ rupees in the business for ‘t’ months. After 1 year from the starting of the business, P’s profit share is 60% more than that of Q, which is 25% more than that of R.Q. Find the average of initial investments of P, Q and R?a)Rs. 13333.33b)Rs. 12333.33c)Rs. 15333.33d)Rs. 10333.33e)Rs. 11333.33Correct answer is option 'A'. Can you explain this answer?

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Study the following data carefully and answer the given questions:Three persons P, Q and R invested in a business in such a way that, P started the business and Q and R joined the business later.P started a business by investing (x + 6000) rupees. After 4 months, P withdrew Rs. 3000 from the business and Q joined the business by investing (x – 2000) rupees. After 4 more months, Q invested Rs. 10000 more. R invested ‘x’ rupees in the business for ‘t’ months. After 1 year from the starting of the business, P’s profit share is 60% more than that of Q, which is 25% more than that of R.Q. Find the average of initial investments of P, Q and R?a)Rs. 13333.33b)Rs. 12333.33c)Rs. 15333.33d)Rs. 10333.33e)Rs. 11333.33Correct answer is option 'A'. Can you explain this answer? for Banking Exams 2025 is part of Banking Exams preparation. The Question and answers have been prepared according to the Banking Exams exam syllabus. Information about Study the following data carefully and answer the given questions:Three persons P, Q and R invested in a business in such a way that, P started the business and Q and R joined the business later.P started a business by investing (x + 6000) rupees. After 4 months, P withdrew Rs. 3000 from the business and Q joined the business by investing (x – 2000) rupees. After 4 more months, Q invested Rs. 10000 more. R invested ‘x’ rupees in the business for ‘t’ months. After 1 year from the starting of the business, P’s profit share is 60% more than that of Q, which is 25% more than that of R.Q. Find the average of initial investments of P, Q and R?a)Rs. 13333.33b)Rs. 12333.33c)Rs. 15333.33d)Rs. 10333.33e)Rs. 11333.33Correct answer is option 'A'. Can you explain this answer? covers all topics & solutions for Banking Exams 2025 Exam. Find important definitions, questions, meanings, examples, exercises and tests below for Study the following data carefully and answer the given questions:Three persons P, Q and R invested in a business in such a way that, P started the business and Q and R joined the business later.P started a business by investing (x + 6000) rupees. After 4 months, P withdrew Rs. 3000 from the business and Q joined the business by investing (x – 2000) rupees. After 4 more months, Q invested Rs. 10000 more. R invested ‘x’ rupees in the business for ‘t’ months. After 1 year from the starting of the business, P’s profit share is 60% more than that of Q, which is 25% more than that of R.Q. Find the average of initial investments of P, Q and R?a)Rs. 13333.33b)Rs. 12333.33c)Rs. 15333.33d)Rs. 10333.33e)Rs. 11333.33Correct answer is option 'A'. Can you explain this answer?.

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