Borrowing and planning

Loan Payment Calculator

Estimate monthly payments, total interest, payoff speed, and the effect of extra monthly payments before you compare formal lender offers.

Amortization formula Extra payment scenario Useful for rough affordability checks

Model a loan scenario

Enter loan amount, rate, term, and any extra monthly payment to see how the repayment picture changes.

How it works

The standard monthly payment uses the amortization formula P x r / (1 - (1 + r)^-n), where P is principal, r is monthly interest rate, and n is the number of monthly payments.

When an extra payment is added, the calculator simulates the loan month by month until the balance reaches zero.

Limitations: this is an estimate only. It does not include origination fees, insurance, property tax, closing costs, variable-rate resets, or lender-specific rounding rules.

Useful next tools

Does this replace a lender quote?

No. Use it for planning only. Actual offers depend on fees, credit profile, taxes, insurance, and lender policy.

What does the extra payment field do?

It adds the same extra amount every month and re-simulates the balance until payoff.

Can I use a zero interest rate?

Yes. In that case the payment is simply the loan amount divided by the number of months.

How does a fixed rate differ from a variable rate in this calculator?

This calculator assumes a fixed rate for the entire term; variable-rate loans can change periodically, so the actual payment schedule may shift after each rate adjustment.

Do biweekly payments save more than monthly payments?

Yes, because you make 26 half-payments per year (equivalent to 13 monthly payments), which reduces the principal faster and cuts total interest.

What does APR include that the interest rate does not?

APR folds in lender fees, points, and certain closing costs, giving a broader picture of borrowing cost than the nominal interest rate alone.