The interest on a sum for the first and second years is ₹225 and is ₹238.50 respectively . Find the rate of interest and the sum?
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Given:
The interest on a sum for the first and second years is ₹225 and is ₹238.50 respectively.
To find:
The rate of interest and sum.
Solution:
1) Let the rate of interest is R%
The interest on a sum for the first and second years is ₹225 and is ₹238.50 respectively which means
- R% of 225 = 238.5 - 225
- R% of 225 = 13.5
- 225R/100 = 13.5
- R = 1350/225
- R = 6%
2) Let the principal is P which is always 100%
Simple interest for first year = Compound interest for first year
- 6% ------------ ₹225
- 1% ------------- 225/6
- 100% --------- 225×100/6
Principal is ₹3750
The rate of interest and sum is 6% and ₹3750 repectively.
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Step-by-step explanation:
this is the required solution of the problem sum of Compound Interest.
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