Simple Interest Calculator

Calculate interest using SI = P × R × T / 100. Get the total amount payable, effective annual rate, and a full period-by-period breakdown.

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Adjust the inputs and click Calculate.

Frequently Asked Questions

Simple Interest (SI) is calculated only on the original principal amount for the entire duration of the loan or investment. It does not compound — interest is not added to the principal to earn further interest. The formula is: SI = (P × R × T) / 100, where P is the principal, R is the annual rate, and T is the time in years.
SI = (P × R × T) / 100
Total Amount (A) = P + SI
Where P = Principal, R = Annual interest rate (%), T = Time (years). For months: T = months / 12. For days: T = days / 365.
Simple interest is calculated only on the principal for each period. Compound interest is calculated on the principal plus accumulated interest, causing exponential growth. Over short periods, both are similar. Over long periods, compound interest significantly outgrows simple interest. Most modern savings accounts and loans use compound interest.
Simple interest is commonly used in: short-term personal loans, car loans (US), some mortgages, treasury bills, certificates of deposit (CDs) for short terms, and informal lending. It is easier to calculate and understand than compound interest, making it popular for short-duration financial products.
Yes. Use the Time Unit tabs to switch between Years, Months, and Days. The calculator automatically converts to the correct fraction of a year (months ÷ 12, days ÷ 365) before applying the formula. This is useful for short-term instruments like treasury bills, short loans, or daily interest calculations.
From SI = (P × R × T) / 100, rearranging: P = (SI × 100) / (R × T), R = (SI × 100) / (P × T), T = (SI × 100) / (P × R). Enter any three known values and adjust until you match your target interest amount.
For simple interest, the effective annual rate (EAR) equals the nominal rate when the period is exactly one year. For sub-annual periods, the annualised rate is: EAR = (SI / P / T_years) × 100. This calculator displays the effective annual rate for the entered inputs.
For borrowers, simple interest is generally better because the total interest paid is lower than with compound interest over the same period. For lenders/investors, compound interest yields more over time. As a borrower, look for simple interest loans; as an investor, prefer compound interest instruments for maximum growth.
Simple interest is preferred for short-duration financial products where compounding frequency would make little practical difference. It is commonly used in consumer auto loans (US), short-term personal loans, trade credit, and government treasury bills. Its transparency and predictability make it ideal for terms under 2 years.
Common real-world uses include: US auto loans (interest accrues daily on outstanding balance), short-term business loans, microfinance lending, 90-day treasury bills, and pawn shop loans. Some education loans also use simple interest during the study period.

About This Simple Interest Calculator

This free simple interest calculator lets you instantly compute the interest earned or owed on any principal amount. Enter the principal, annual interest rate, and time period (in years, months, or days) to get the total interest, final amount, and a period-by-period breakdown table.

Simple interest is the most straightforward form of interest calculation. It is widely used in short-term loans, car financing, government bonds, and informal lending. Because interest does not compound, the total interest grows linearly — making it easy to plan and predict repayments.

When to use this calculator

  • Calculating interest on a short-term personal loan
  • Estimating returns on treasury bills or CDs
  • Comparing simple vs compound interest for the same rate
  • Computing daily or monthly interest for any amount

Standards & References

Related Articles

In-depth guides and technical articles.

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Why the Entire Money Market Uses Simple Interest — T-Bills, Day Count Conventions, and the Rule of 78s
The entire money market — Treasury bills, commercial paper, repos, and the Fed Funds Rate — uses simple interest, not because it's simpler but because the compounding period would need to be fractions of a day for instruments measured in weeks. Here's how day count conventions (Act/360, Act/365, 30/360) affect interest calculations by enough to matter in the inter-bank market, the discount rate vs investment yield distinction that makes T-bill comparisons tricky, and why the Rule of 78s front-loads interest at the expense of early repayers.
The Flat-Rate Loan Costs Twice What It Claims — Simple Interest, APR Regulation, and the Rule of 78s
A "10% flat rate" loan actually costs around 18-19% APR — because you're paying interest on the original balance even as you repay principal. APR was specifically developed to create a comparable cost figure that can't be gamed by flat-rate presentation. Here's how flat-rate loans misrepresent cost, the regulatory frameworks (UK Consumer Credit Act, US TILA, EU Directive) that require APR disclosure, the Rule of 78s early repayment trap, and why simple interest is valuable for financial literacy despite rarely appearing in sophisticated products.
Simple Interest vs Compound Interest: A Side-by-Side Comparison That Shows Why Time Horizon Changes Everything
Simple and compound interest on the same £10,000 at 8% look similar over 5 years — but over 25 years the compound total is almost 3.5× the simple total. Here's the formula comparison side by side, when each actually applies in real financial products (flat-rate loans, Treasury Bills, savings accounts), how compounding frequency affects the effective rate (APR vs AER), and why the asymmetry makes compound interest simultaneously the borrower's worst enemy and the long-term saver's best friend.
Microfinance, Grameen Bank, and Mobile Money: How Simple Interest Shapes Credit in Emerging Markets
Before Grameen Bank, banks assumed poor people couldn't repay debt. Group lending with social collateral proved them wrong. Here's how the Grameen model works, why microfinance rates look high but are often justified, how M-Pesa digital credit transformed Kenya, and the debt trap problem in over-indebted markets.
Treasury Bills, Yield Curves, and Simple Interest: How Short-Term Government Debt is Priced
Treasury bills are priced using simple interest on a discount model — you pay less than face value and receive face value at maturity. Here's how T-bill discount rates work, the yield curve and what inversions signal, real vs nominal yields, and how simple interest appears in overdrafts and trade credit.