Exams › SSC CGL (Prelims) › General
A certain sum becomes 5 times itself in 12 years at simple interest. In how many years will it become 9 times itself at the same rate?
- 20 years
- 22 years
- 24 years
- 26 years
Correct answer: 24 years
Solution
If the sum becomes 5 times in 12 years, the simple interest earned in 12 years is 4 times the principal. So yearly interest is one-third of the principal. To become 9 times, the interest must be 8 times the principal, which takes 24 years.
Related SSC CGL (Prelims) General questions
- X lent ₹6,000 to Y for 3 years and ₹4,000 to Z for 2 years, both at the same simple interest rate. In total, he received ₹2,000 as interest from both. What is the rate of interest per annum (nearest integer)?
- A person invests ₹24,000 in two schemes — Scheme A at 18% and Scheme B at 12%, both at simple interest. After 1 year, the total interest is ₹3,840. How much was invested in Scheme A?
- A certain amount grows to ₹8,000 in 2 years and to ₹8,800 in 3 years. Determine the simple interest rate per annum.
- Karan borrowed money at simple interest: 6% for the first 4 years, 8% for the next 3 years, and 10% beyond 7 years. If the total interest after 9 years is ₹4,760, how much did he borrow?
- A sum becomes 2.5 times in 10 years under simple interest. Find the rate.
- Kavya invested amounts in three schemes P, Q, and R at simple interest rates of 11% p.a., 13% p.a., and 16% p.a. respectively. If the total interest in one year was ₹2,850 and the amount in Scheme R was 200% of Scheme P and 300% of Scheme Q, what was the amount invested in Scheme Q?
⚔️ Practice SSC CGL (Prelims) General free + battle 1v1 →