There is a 60% increase in an amount in 5 years at simple interest. What will be the compound interest on Rs. 6,250 for two years at the same rate of interest, when the interest is compounded yearly?
A loan has to be returned in two equal yearly instalments each of Rs. 44,100. If the rate of interest is 5% p.a., compounded annually, then the total interest paid is:
Aman borrows Rs. 18,000 and undertakes to pay back with compound interest at a rate of 20% annually in two equal yearly instalments. The amount of each instalment is:
A money lender borrows money at 6% per annum and pays the interest at the end of the year. He lends it at 8% per annum compound interest compounded half-yearly and receives the interest at the end of the year. In this way, he gains Rs. 108 a year. The amount of money he borrows, is:
A sum amount to Rs. 7,562 in 4 years and to Rs. 8,469.44 in 5 years at a certain rate percent per annum, when the interest is compounded yearly. The rate of interest is:
A sum of Rs. 12,000 amounts to Rs. 20,736 in 3 years at a certain rate percent per annum interest compounded annually. What will amount of the same sum to in 2 years at the same rate on compound interest?
A sum of Rs. 10,500 amounts to Rs. 13,650 in 2 years a certain rate percent annum simple interest. The same sum will amount to what in 1 year at the same rate, if the interest in compounded half yearly (nearest to Rs. 1)
A person borrowed some money on compound interest and returned it in 3 equal annual instalments. If the rate of interest is 15% per annum and the annual instalment is Rs. 12,167, then find the sum borrowed.
The compound interest (compounding annually) on a certain sum at the rate of 8 percent per annum for two years is Rs. 6656. What would be the simple interest on the same sum at the same rate of interest for two years?
If the cost of a mobile phone is Rs. 25,000, available at Rs. 5,000 down payment followed by 3 equal annual instalments (each instalment is to be paid at the end of each year) at the rate 25% p.a. compound interest, then find the value of each instalment (rounded off to two decimal places):
A sum of Rs. 15,000 is lent at 16% p.a. compound interest. What is the difference between the compound interest for the second year and the third year?
A sum of money becomes Rs. 11,880 after 4 years and Rs. 17,820 after 6 years on compound interest, if the interest is compounded annually. What is the half of the sum (in Rs.)?
Rs. 4,000 is given at 5% per annum for one year and interest is compounded half yearly. Rs. 2,000 is given at 40% per annum compounded quarterly for 1 year. The total interest received is nearest to:
A sum of money after a period of 2 years becomes Rs. 34,560, and it becomes Rs. 41,472 after a period of three years, being compounded at 'R' rate of interest. What is the value of R?