Simple Interest Calculator
Work out simple interest — interest paid only on the original principal, never on the interest already earned.
How it works
A compact workflow from input to download.
Enter your figures
Fill in principal, interest rate (% per year) and time (years). Every value stays in your browser — nothing is sent to a server.
Read the result
The result updates as soon as your inputs are valid, with the headline figure highlighted and the supporting numbers broken out beneath it.
Change the inputs and compare
Adjust any value to see immediately how it moves the result — the quickest way to understand which input the outcome is actually most sensitive to.
Frequently asked questions
What is the simple interest formula?
Where is simple interest actually used?
Is simple interest better for me?
Are my numbers sent anywhere?
A straight line rather than a curve
Simple interest grows linearly. Each period you earn or owe the same amount, calculated always on the original principal, and the interest already accrued plays no further part. Ten thousand at 5% simple interest yields exactly five hundred every year, forever — year one, year twenty, identical. Compound interest, by contrast, folds each period's interest back into the balance, so the base grows and the interest grows with it, tracing an accelerating curve. Over one or two years the two are nearly indistinguishable and simple interest is a perfectly reasonable approximation. Over twenty years the curve pulls decisively away from the line, and treating one as the other will mislead you badly.
Check which one your agreement actually uses
The distinction is not academic, because it changes what you owe or earn, sometimes by a great deal. Loan agreements, deposit accounts and bond terms all specify their method, and the specification is frequently buried in language designed not to be read. Ask directly, and ask about frequency too: interest compounded monthly at a given annual rate costs more than the same rate compounded annually. Regulators require lenders to publish an APR precisely so that borrowers can compare like with like across products that compound differently. When two offers show the same headline rate and different APRs, the difference is compounding, and the APR is the number that tells you the truth.
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