Finance
Simple Interest Calculator
Calculate interest charged only on the original principal, with no compounding.
Updated 3 Sep 2026
Simple interest on 50,000.00 at 7.00% for 3 years is 10,500.00, giving a maturity value of 60,500.00. Simple interest is charged only on the original principal — it never compounds.
Enter the principal, annual rate and time in years. The calculator returns the interest and the total amount due at maturity.
What is the Simple Interest Calculator?
Simple interest is charged on the original principal for the whole term. Nothing is added to the base as time passes, so the interest is the same in year one as in year ten.
It appears in short-term personal lending, some vehicle loans, and most school-level maths problems. Most real savings and long-term borrowing use compound interest instead.
How to use the Simple Interest Calculator
- Enter the principal amount.
- Enter the annual interest rate as a percentage.
- Enter the time period in years — use decimals for part-years, so six months is 0.5.
Formula
P = principal
R = annual rate as a percentage
T = time in years
Total amount = P + interest
Because the rate is entered as a percentage rather than a decimal, the formula divides by 100 at the end. If you prefer to work in decimals, use P × r × T with r = R ÷ 100 and drop the division.
How the calculation works
Multiply the principal by the rate to get one year of interest, then multiply by the number of years. Since the base never changes, the total is exactly proportional to time — doubling the term doubles the interest.
Worked example
₹50,000 at 7% per year for 3 years:
- P × R × T = 50000 × 7 × 3 = 10,50,000
- ÷ 100 = ₹10,500 interest
- Total repayable = 50,000 + 10,500 = ₹60,500
Uses and benefits
- Check the interest on a short-term personal loan.
- Verify a lender's figure when they quote simple rather than reducing-balance interest.
- Work through textbook problems and check your answer.
Frequently asked questions
Mainly in short-term lending, some vehicle and personal loans, and certain government savings certificates. Anything held for more than a year usually compounds, because compounding favours whoever is receiving the interest.
Express the period as a fraction of a year. Six months is 0.5, three months is 0.25, and 100 days is roughly 0.274. Enter that decimal as the time period.
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