Question
A man invested Rs. 30,000 at simple interest of 8% p.a.
If he had instead invested the same sum on compound interest of 8% p.a., compounded annually, then how much more he would have earned as interest after 4 years?Solution
ATQ, Simple interest = Sum × (rate of interest/100) × (time in years) Simple interest earned in four years = 30,000 × (8/100) × 4 = Rs. 9,600 Compound interest earned in four years: = 30,000 × {1 + (8/100)}⁴ - 30,000 = 30,000 × (1.08)⁴ - 30,000 = 30,000 × 1.36049 - 30,000 = Rs. 40,814.7 - 30,000 = Rs. 10,814.7 So, required difference = 10,814.7 - 9,600 = Rs. 1,214.7
A man invested Rs.75000 in a fixed deposit scheme for 3 yrs at CI of 8% p.a. How much will a man get on maturity of the fixed deposit?
Two persons A and B invest money in two schemes. A invests Rs. 6000 for 2 years in R% CI per annum. B invests Rs.7000 for 2 years in 20% CI per annum. I...
A sum of Rs. 9000 amounts to Rs. 10890 at 10% p.a., interest being compounded yearly in a certain time. The simple interest earned (in Rs.) on the same ...
A sum of money, invested for 8 years on 5% per annum simple interest, amounted to ₹287 on maturity.
What was the sun invested in?
Amit placed an amount 'p' in Fund 'X' that offers a 10% compound interest per annum and also invested Rs. (p + 1000) in Fund 'Y' that offers a 15% simpl...
- The compound interest on a certain principal for 2 years at 7% per annum compounded annually is Rs. 289.80. What will be the simple interest for the same d...
'M' placed a specific amount of money into the 'SBI' Mutual Fund, which provides a 15% per annum simple interest rate. Simultaneously, 'M' invested the ...
A sofa of MRP 2500 is available in Rs.500 cash down payment and 9 monthly equal installment of Rs.250 each. Find the rate of interest per annum.
A person invested Rs. 75,000 at an annual compound interest rate of 12%, compounded annually for 12 months. How much more profit would he have earned if...
After 2 years, the ratio between the compound interest obtained from scheme A and B is 99:115 respectively. The total initial investment of both of the ...