This calculator estimates interest on unchanged principal. It compares simple and compound balances under the entered rate and time conventions, with no intermediate cash flows. Borrower and saver modes change wording only.

Unchanged principal

Simple interest is I = P × r × t, with the annual percentage divided by 100 before multiplication. For principal 1,000, annual rate 5% and five years, interest is 250 and the maturity balance is 1,250. The period table starts at zero accrued interest and ends at the same maturity total.

Each complete equal-length period accrues the same interest. A final partial period accrues only its fraction. The principal series stays flat; the simple-interest balance adds accrued interest without charging interest on that interest.

Accrual versus loan repayment

Consumer simple-interest loans may calculate charges on outstanding principal as it changes. This tool instead keeps the original principal unchanged. Dividing the maturity total across months is an allocation illustration, not a lender payment or amortization schedule.

Use the linked Loan Repayment calculator for a declining-balance schedule. This model cannot measure savings from extra payments, early payoff, payment dates or a lender’s allocation rules. A currency change alters the denomination only and does not convert money.

Time and date conventions

Years are used as entered; months are divided by 12. In those modes calendar dates label the schedule without changing interest. End-of-month dates stay anchored to the original day, clipped to the last available day. A fractional month interpolates between anchored dates and rounds only the calendar label to a day.

Days and date ranges use actual elapsed whole days divided by the selected fixed 365 or 360. The start is excluded and the end included; leap days count normally. These are explicit calculator conventions, not a representation of every financial contract. Zero time has one initial point and zero interest. A zero divisor in an inverse calculation can be indeterminate or infeasible.

Compound comparison and export

The compound line uses the same principal, nominal annual rate and horizon: P × (1 + r/n)^(n×t). The selected frequency is n. A fractional exponent interpolates compound growth within a period. Consequently, annual compounding over less than one year can produce a lower total than simple interest at the same nominal rate; the verdict follows the calculated totals.

The 1%, 5% and 10% presets and rate scenarios are editable illustrations dated 2026-10-18, not market quotes or forecasts. Inflation discounts the ending simple balance into starting-date purchasing power. Fees, taxes, cash flows and investment risk are not modeled. CSV contains the same accrual rows as the chart and table. Sharing first shows a disclosure preview and leaves the current address unchanged.