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A certain sum (in Rs)is invested at simple interest at x % p.a. for 5 years. Had it been invested at (x + 5)% p.a., the simple interest
would have been Rs9,200 more than the earlier one. What is the sum?
Rs36,800
Rs35,800
Rs36,400
Rs40,000
- You are given a sum invested for 5 years at x% per annum with simple interest.
- The interest rate is then increased by 5% (x + 5)%.
- The increase in the amount of interest due to this higher rate is Rs 9,200.
- Let's denote the initial sum as 'P' and the original rate as 'x%'.
- At the original rate, the interest I1 = P * x * 5 / 100.
- At the increased rate, the interest I2 = P * (x + 5) * 5 / 100.
- The difference in interest I2 - I1 is Rs 9,200.
- So, P * (x + 5) * 5 / 100 - P * x * 5 / 100 = Rs 9,200.
- Simplifying the equation, we get P * 5 * 5 / 100 = Rs 9,200, leading to P = Rs 36,800.
Option:1- Rs 36,800 is the correct option.
By: santosh ProfileResourcesReport error
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