The difference between Compound interest and Simple interest on Rs. 6000

The difference between Compound interest and Simple interest on Rs. 6000 for 1 years at 20% per annum reckoned half yearly is :

The difference between CI and SI on a sum of money lent for 2 years at 10% is Rs. 40. The sum is :

The difference between CI and SI on a sum of money lent for 2 years at 10% is Rs. 40. The sum is : Let, P = 100x SI = (100×R×T) / 100 SI = (100×10×2) / 100) SI = 20x

A sum of Rs. 2400 deposited at CI, doubled after 5 years.

A sum of Rs. 2400 deposited at CI, doubled after 5 years. After 20 years it will become : Solution - Given, A = 4800 P = 2400 T = 5 A = P (1 + (r/100))n 4800

The CI on Rs. 5000 for 3 years at 8% for first year, 10% for second year

The CI on Rs. 5000 for 3 years at 8% for first year, 10% for second year and 12% for third year will be : Solution - Given, P = 5000 R = 8% for first year, 10% for second year

Rs. 6000 amounts to Rs. 7986 in 3 years at CI. The rate of interest is :

Rs. 6000 amounts to Rs. 7986 in 3 years at CI. The rate of interest is : Solution - Given, A = 7986 P = 6000 T = 3 years R = ? A = P (1 + (r/100))n 7986 = 6000 (1 + (r/100))3

At compound interest, if a certain sum of money doubles in n years

At compound interest, if a certain sum of money doubles in n years, then the amount will be four fold in : Solution - Given, A = 2P A = P (1 + (r/100))n 2P = P (1 + (r/100))n 2

A sum of Rs. 400 would become Rs. 441 after 2 years at r% compound interest, find the value of 'r' :

A sum of Rs. 400 would become Rs. 441 after 2 years at r% compound interest, find the value of 'r' : Solution - Given, P = 400 A = 441 R = r% T = 2

The compound interest on Rs. 5000 at 30% per annum in 4 years is :

The compound interest on Rs. 5000 at 30% per annum in 4 years is : Solution - Given, P = 5000 R = 30% T = 4 A = P (1 + (r/100))n A = 5000 (1 + (30/100))4 A = 5000 ((13/10))4

The compound interest on Rs. 4000 at 25% p.a. in 3 years is :

The compound interest on Rs. 4000 at 25% p.a. in 3 years is : Solution - Given, P = 4000 R = 25% T = 3 A = P (1 + (r/100))n A = 4000 (1 + (25/100))3

The compound interest on Rs. 10000 at 20% p.a. in 4 years is :

The compound interest on Rs. 10000 at 20% p.a. in 4 years is : Solution - Given, P = 10000 R = 20% T = 4 A = P (1 + (r/100))n A = 10000 (1 + (20/100))4 A = 10000 ((12/10))4

The compound interest on Rs. 1000 at 10% p.a. in 3 years is :

The compound interest on Rs. 1000 at 10% p.a. in 3 years is : Solution - Given, P = 1000 R = 10% T = 3 A = P (1 + (r/100))n A = 1000 (1 + (10/100))3

Find the amount of Rs. 1700 invested at 16% half yearly at simple interest for one year

Find the amount of Rs. 1700 invested at 16% half yearly at simple interest for one year : Solution - Given, P = 1700 R = 16% T = 2 (half yearly at simple interest for one year) So,

Find the amount of Rs. 2500 invested at 12% during the period from 4th February

Find the amount of Rs. 2500 invested at 12% during the period from 4th February, 2005 to 18 April 2005 : Solution - Given, P = 2500 R = 12% T = Feb + March + April

Pratibha invests an amount of Rs. 15,860 in the names of her three daughters

Pratibha invests an amount of Rs. 15,860 in the names of her three daughters A, B and C in such a way that they get the same interest after 2, 3 and 4 years respectively.

A lends a sum of money for 10 years at 5% SI. B lends double the amount for 5 years

A lends a sum of money for 10 years at 5% SI. B lends double the amount for 5 years at the same rate of interest. Which of the following statements is true in this regard?

A person takes a loan of Rs. 200 at 5% simple interest.

A person takes a loan of Rs. 200 at 5% simple interest. He return Rs. 100 at the end of 1 year. In order to clear his dues at the end of 2 years, he would pay :

Akul lent Rs. 6000 to Bakul for 2 years and Rs. 1500 to camlin for 4 years

Akul lent Rs. 6000 to Bakul for 2 years and Rs. 1500 to camlin for 4 years and received altogether from both Rs. 900 as simple interest. The rate of interest is :

A sum of Rs. 2500 is lent out in two parts, one at 12% p.a.

A sum of Rs. 2500 is lent out in two parts, one at 12% p.a. and another at 12.5% p.a. for one year. If the total annual income is Rs. 306, the money lent at 12% is :

Out of a sum of Rs. 625, a part was lent at 5% SI and the other at 10% SI.

Out of a sum of Rs. 625, a part was lent at 5% SI and the other at 10% SI. If the interest on the first part after 2 years is equal to the interest on the second part after 4 years

A sum of money doubles itself in 12 years. In how many years would it treble itself ?

A sum of money doubles itself in 12 years. In how many years would it treble itself ?

A sum of money triples (i.e., 3 times) in 15 years at r% of simple interest

A sum of money triples (i.e., 3 times) in 15 years at r% of simple interest per annum. What is the value of r? Solution - Given, Principal = P Amount = 3P

At r% per annum a sum doubles after 20 years. The rate of interest per annum is :

At r% per annum a sum doubles after 20 years. The rate of interest per annum is : Solution - Given, Principal = P Amount = 2P (double itself) S.I = Amount - Principal

In what time will a sum of money double itself @ 20% per annum (p.a) simple interest?

In what time will a sum of money double itself @ 20% per annum (p.a) simple interest? Solution - Given, Principal = P Amount = 2P (double itself) S.I = Amount - Principal

A sum was put at simple interest at a certain rate for 2 years.

A sum was put at simple interest at a certain rate for 2 years. Had it been put at 4% higher rate, it would have fetched Rs. 112 more. The sum is :

If the rate of simple interest is 12% per annum, the amount

If the rate of simple interest is 12% per annum, the amount that would fetch interest of Rs. 6000 per annum is : Solution - Given, R = 12% T = 1 S.I = 6000 P = ?

What is the sum of amount which gives Rs. 6300 as interest @ 7%

What is the sum of amount which gives Rs. 6300 as interest @ 7% per annum of simple interest in 7(1/2) years? Solution - Given, S.I = 6300 P = ? T = 7(1/2) R = 7%

What is the rate of simple interest at which Rs. 14,000 gives interest

What is the rate of simple interest at which Rs. 14,000 gives interest of Rs. 1960 in two years? Solution - Given, S.I = 1960 P = 14,000 T = 2 R = ? S.I = (P×R×T) / 100

What is the time period for which Rs. 8000 amounts to Rs. 12000

What is the time period for which Rs. 8000 amounts to Rs. 12000 at 20% p.a. of simple interest? Solution - Given, P = 8000 R = 20% T = ? S.I = 12000 - 8000 S.I = 4000

A man borrrows Rs. 4000 and pays back after 5 years at 15% simple interest.

A man borrrows Rs. 4000 and pays back after 5 years at 15% simple interest. The amount paid by the man is : Solution - Given, P = 4000 R = 15 T = 5 S.I = (P×R×T) / 100