Correct option is A
Given:
2 years SI = 40
2 years CI = 41
Solution:
2 years CI - SI = 41 - 40 = 1
1st years SI = = 20
rate % = 100 % = 5%
5% = 20
Principal 100%
100% = 400
If at the same rate of interest, in 2 years, the simple interest is ₹40 and compound interest, compounded annually, is ₹41, then what is the principal (in ₹)?
Given:
2 years SI = 40
2 years CI = 41
Solution:
2 years CI - SI = 41 - 40 = 1
1st years SI = = 20
rate % = 100 % = 5%
5% = 20
Principal 100%
100% = 400
If at the same rate of interest, in 2 years, the simple interest is ₹40 and compound interest, compounded annually, is ₹41, then what is the principal (in ₹)?
The difference between the simple interest and the compound interest, compounded annually, on a certain sum of money for 2 years at 16% per annum is ₹797. Find the sum (rounded off to the nearest integer).
If at the same rate of interest, in 2 years, the simple interest is Rs. 40 and the compound interest is Rs. 44, then what is the principal (in Rs.)?