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Bhaskar had two sons Uday and Surya whose ages are 12 and 14 Years respectively. He deposited equal money on each of them in two different Banks which offered 6% , 8% Simple Interest to Uday and Surya respectively. Bhaskar plan is such that at certain age both of their amounts will become equal. Then at what age their amounts will be equal?
  • a)
    20
  • b)
    21
  • c)
    24
  • d)
    27
  • e)
    Cannot be determined
Correct answer is option 'A'. Can you explain this answer?
Verified Answer
Bhaskar had two sons Uday and Surya whose ages are 12 and 14 Years res...
(x-12)*6 = (x-14)*8
X =20
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Most Upvoted Answer
Bhaskar had two sons Uday and Surya whose ages are 12 and 14 Years res...
P×6×{t+2}/100 = p×8×t/100
6(t+2) = 8t
2t= 12
t= 6 years
so age of Surya= 14+t= 14 +6= 20 years
age of Uday= 12 + (t+2)= 12 + 6+2 = 20 years
bcz surya is 2 years are older than Uday.
That's why equal S.I. gained by both takes 6 years and 8 years respectively.
so , at 20 years age both will get equal amount.
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Community Answer
Bhaskar had two sons Uday and Surya whose ages are 12 and 14 Years res...
Given Information:
- Uday's age = 12 years
- Surya's age = 14 years
- Uday's Simple Interest rate = 6%
- Surya's Simple Interest rate = 8%

Approach:
- Let the initial deposit amount be x for both Uday and Surya.
- The final amount for Uday after t years will be x + (6/100)*x*t
- The final amount for Surya after t years will be x + (8/100)*x*t
- We need to find the age at which both their amounts will be equal.

Calculation:
- Final amount for Uday after t years = x + (6/100)*x*t
- Final amount for Surya after t years = x + (8/100)*x*t
- x + (6/100)*x*t = x + (8/100)*x*t
- (6/100)*x*t = (8/100)*x*t
- 6t = 8t
- 2t = 0
- t = 0
- At t = 0, their amounts will be equal, which means at the initial time when they receive the deposit, their amounts will be equal.

Conclusion:
- At age 12 for Uday and age 14 for Surya, their amounts will be equal.
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Bhaskar had two sons Uday and Surya whose ages are 12 and 14 Years respectively. He deposited equal money on each of them in two different Banks which offered 6% , 8% Simple Interest to Uday and Surya respectively. Bhaskar plan is such that at certain age both of their amounts will become equal. Then at what age their amounts will be equal?a)20b)21c)24d)27e)Cannot be determinedCorrect answer is option 'A'. Can you explain this answer?
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Bhaskar had two sons Uday and Surya whose ages are 12 and 14 Years respectively. He deposited equal money on each of them in two different Banks which offered 6% , 8% Simple Interest to Uday and Surya respectively. Bhaskar plan is such that at certain age both of their amounts will become equal. Then at what age their amounts will be equal?a)20b)21c)24d)27e)Cannot be determinedCorrect answer is option 'A'. Can you explain this answer? for Quant 2024 is part of Quant preparation. The Question and answers have been prepared according to the Quant exam syllabus. Information about Bhaskar had two sons Uday and Surya whose ages are 12 and 14 Years respectively. He deposited equal money on each of them in two different Banks which offered 6% , 8% Simple Interest to Uday and Surya respectively. Bhaskar plan is such that at certain age both of their amounts will become equal. Then at what age their amounts will be equal?a)20b)21c)24d)27e)Cannot be determinedCorrect answer is option 'A'. Can you explain this answer? covers all topics & solutions for Quant 2024 Exam. Find important definitions, questions, meanings, examples, exercises and tests below for Bhaskar had two sons Uday and Surya whose ages are 12 and 14 Years respectively. He deposited equal money on each of them in two different Banks which offered 6% , 8% Simple Interest to Uday and Surya respectively. Bhaskar plan is such that at certain age both of their amounts will become equal. Then at what age their amounts will be equal?a)20b)21c)24d)27e)Cannot be determinedCorrect answer is option 'A'. Can you explain this answer?.
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