HisabCalc

Mortgage Calculator

Monthly payment, total interest, and what an extra payment each month saves.

Enter your numbers

Example: 3000000

Example: 9

Example: 20

Example: 5000

Result
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Figures are computed on your device; nothing is sent anywhere.

Formula

annuity payment, then a month-by-month walk for the extra payment

How the calculation works

The payment is the standard annuity: the loan times the monthly rate over one minus the rate compounded down over the term. That gives a level payment that clears the loan exactly at the end. The total paid and the total interest are then just that payment times the number of months, and the interest is the larger part of it.

An extra payment is handled differently, by walking the loan month by month: interest is charged on the balance, the rest of the payment cuts the principal, and the balance falls faster. That walk is what produces the two figures the closed form cannot give -- how many months sooner it clears, and how much interest it saves.

Common mistakes

When to use it

Worked example

3,000,000 at 9% over 20 years: 26,991.78 a month; 5,000 extra clears it 77 months sooner and saves 1.26 million in interest.

Payment 26,991.78
Total paid 6,478,026.88
Total interest 3,478,026.88
Months to clear 163
Interest with extra 2,214,659.92
Interest saved 1,263,366.96

Common questions

What will the total interest be?

Over 20 years a 3,000,000 loan carries about 3,478,000 in interest -- more than the loan itself. That figure is why the term matters so much: halving the term roughly halves the interest on the same loan.

Does the extra payment really save?

Yes, and most of all early on. Early in the term most of the payment goes to interest, so the extra amount lands entirely on the principal. Paid late it does much less, so the same money does different work depending on when it is paid.

Last updated: 2026-10-02