Exams › SSC CGL (Prelims) › General
A sum of Rs 1,25,000 is invested at 12% compound interest per annum. After how many years will it amount to Rs 1,75,616?
- 2 years
- 3 years
- 4 years
- 5 years
Correct answer: 3 years
Solution
Using \(A=P(1+r/100)^n\), we get \(175616 = 125000(1.12)^n\). Since \(125000 \times 1.12^3 = 175616\), the time is 3 years.
Related SSC CGL (Prelims) General questions
- The compound interest on a principal at 20% p.a. for 1.5 years, compounded annually, is ₹3,400. Find the principal.
- If the compound interest on a sum at $14\tfrac{2}{3}\%$ per annum for 3 years is ₹1,680, find the simple interest for the same period and rate.
- In how many years will Rs. 80,000 become Rs. 1,06,480 at 10% compound interest per annum?
- Find the compound interest on ₹9,500 at 11% p.a. for 2 years 6 months, compounded annually.
- If the amount at the end of the 4th year and 5th year on a certain principal at compound interest is ₹24,000 and ₹26,400 respectively, find the rate of interest per annum.
- How much compound interest will be earned on Rs. 24,000 at 16% per annum for 9 months if it is compounded quarterly?
⚔️ Practice SSC CGL (Prelims) General free + battle 1v1 →