Simple Interest
InvestmentSimple Interest
Interest calculated only on the original principal, not on accumulated interest — used in short-term loans and some fixed deposits.
Definition
Simple interest is a method of calculating interest where the interest earned or charged is computed only on the original principal amount — not on any previously accumulated interest. The interest is the same every period, making simple interest grow linearly (in a straight line) rather than the exponential growth of compound interest.
Simple interest is conceptually the most straightforward interest calculation: you borrow (or invest) a sum, and you pay (or earn) a fixed percentage of that sum as interest for each period. No interest accumulates on earlier interest payments.
While compound interest dominates long-term investments and most modern loan products, simple interest remains relevant for short-term calculations, income tax refund interest, and provides the baseline comparison that makes compound interest's power visible.
Formula
Simple Interest (SI) = P × R × T / 100
Where:
- P = Principal (original amount)
- R = Annual interest rate (in percentage)
- T = Time (in years)
Total Amount = P + SI = P × (1 + R×T/100)
For monthly rate: SI = P × R_monthly × N_months / 100
Worked Example
₹2,00,000 deposited at 7% per annum simple interest for 3 years:
SI = ₹2,00,000 × 7 × 3 / 100 = ₹42,000
Total amount = ₹2,42,000
Compare with compound interest at the same rate (quarterly compounding):
- Amount = ₹2,00,000 × (1 + 0.07/4)^12 = ₹2,46,044
- Compound interest = ₹46,044 (₹4,044 more than simple interest)
Over 10 years, the same comparison:
- Simple interest = ₹2,00,000 + (₹2,00,000 × 7% × 10) = ₹3,40,000
- Compound interest = ₹2,00,000 × (1.0175)^40 = ₹4,00,779
The compounding advantage becomes ₹60,779 over 10 years — highlighting why long-term investors should always seek compound returns. Use the simple interest calculator to compute SI for any amount and period.
Key Things to Know
- Flat rate loans cost more than they appear: When a lender quotes a "flat rate" of 6% on a car loan, the effective interest rate (on a reducing balance basis) is approximately 11%. This is because flat-rate interest is computed on the original principal throughout, even as you repay it — you end up paying interest on money you've already returned. Always ask for the reducing-balance equivalent rate.
- Useful for short-term calculations: For loan tenures under 1 year or interest periods of a few months, the difference between simple and compound interest is small and simple interest is often used for its computational convenience. Invoice discounting, trade credit, and inter-corporate loans sometimes use simple interest for short tenures.
- Income tax refund interest (Section 244A): The IT Department pays interest on delayed refunds at 0.5%/month on a simple interest basis. Similarly, interest on delayed TDS refunds is also computed as simple interest. Understanding SI helps verify whether the IT Department has paid the correct interest on your refund.
- APR vs simple interest: Annual Percentage Rate (APR) on consumer loans is always expressed as a compound effective rate. When comparing loans, always convert any simple/flat rate to an equivalent APR for an apples-to-apples comparison. A flat 8% loan and an 8% APR loan are not the same — the flat rate is significantly more expensive.
- Simple interest in legal settlements: Court-awarded damages and interest on delayed payments in Indian courts are typically calculated as simple interest at rates specified in the court order (often 6–12% per annum). Legal contracts often specify "interest at X% per annum" which defaults to simple interest unless "compounded" is explicitly stated.