Money invested by six persons A–F at simple interest, with rate, time and a rupee value. Dashes are missing and to be calculated.
| Person | Rate of Interest | Time | Value (Rs) |
|---|---|---|---|
| A | 6% | — | 18000 |
| B | 6% | — | 30000 |
| C | — | 5 years | 29000 |
| D | — | 3 years | 45000 |
| E | 8% | — | 20000 |
| F | — | 2 years | 60000 |
If the interest received by F is Rs 7575 more than the interest received by D, and the rate of interest received by F is 2% more than the rate of interest received by A, then the interest rate received by D is:
A8%
B1.3%
C1.4%
D1.5% ✓ Correct
Correct answer: (D) 1.5%
Explanation
The interest rate received by D is 1.5 percent.
A's rate is 6 percent, so F's rate is 6 plus 2, that is 8 percent.
F's principal is 60000 for 2 years, giving interest 60000 times 8 times 2 over 100.
The difference between F's interest and D's interest is 7575.
D's principal is 45000 for 3 years, so setting up the difference gives 1350 times D's rate equal to 2025.
Solving gives D's rate as 1.5 percent.
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