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A sum of Rs 4,420 is to be divided between A and B so that the amount A receives in 4 years is same as what B receives in 6 years. Interest is compounded annually @ 10% P.a. The ratio of share of A to share of B is
  • a)
    10 : 11
  • b)
    100 : 121
  • c)
    121 : 100
  • d)
    11 : 10
Correct answer is option 'C'. Can you explain this answer?
Verified Answer
A sum of Rs 4,420 is to be divided between A and B so that the amount ...
Let sum lent to A = x
and that to B = 4420 - x or y
x [1 + 10/100 ]4 = y[1 + 10/100 ]6
⇒ x y = [1 + 10 /100 ]2
⇒ x y = [ 110 /100 ]2 = 121/100
⇒ x : y = 121 : 100
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A sum of Rs 4,420 is to be divided between A and B so that the amount A receives in 4 years is same as what B receives in 6 years. Interest is compounded annually @ 10% P.a. The ratio of share of A to share of B isa)10 : 11b)100 : 121c)121 : 100d)11 : 10Correct answer is option 'C'. Can you explain this answer?
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A sum of Rs 4,420 is to be divided between A and B so that the amount A receives in 4 years is same as what B receives in 6 years. Interest is compounded annually @ 10% P.a. The ratio of share of A to share of B isa)10 : 11b)100 : 121c)121 : 100d)11 : 10Correct 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 A sum of Rs 4,420 is to be divided between A and B so that the amount A receives in 4 years is same as what B receives in 6 years. Interest is compounded annually @ 10% P.a. The ratio of share of A to share of B isa)10 : 11b)100 : 121c)121 : 100d)11 : 10Correct 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 A sum of Rs 4,420 is to be divided between A and B so that the amount A receives in 4 years is same as what B receives in 6 years. Interest is compounded annually @ 10% P.a. The ratio of share of A to share of B isa)10 : 11b)100 : 121c)121 : 100d)11 : 10Correct answer is option 'C'. Can you explain this answer?.
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