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If the difference between CI and SI on a certain sum at r% per annum for 2 years is ₹ x, find the expression for principal sum. If the difference between CI and SI on a certain sum at 4% per annum for 2 years is ₹ 25, find the sum.
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- ₹ 18625
- ₹ 16625
- ₹ 14625
- ₹ 15625
Correct Option: D
Let the sum be ₹ P
SI = | = | ||
100 | 100 |
C.I. = P | 1 + | 2 | − 1 | |||||
100 |
= P | 1 + | + | − 1 | ||||
(100)2 | 100 |
CI = P | + | ||||
1002 | 100 |
CI – SI = P | + | − | |||||
1002 | 100 | 100 |
Let, CI – SI = y
y = | ⇒ P = y | 2 | ||||
1002 | r |
Here, y = ₹ 25 , r = 4% per annum
P = 25 | 2 | |||
4 |
P = 25× 625
P = ₹ 15625.