Mortgage Calculators

Mortgage Payoff Calculator with Extra Payments

Compare monthly, yearly, one-time, and custom extra payments to see how much time and interest you could save.

4 strategies monthly, yearly, one-time, custom
Interest saved vs baseline payoff
Yearly schedule downloadable CSV

Loan and extra payments

Custom payments

Optional one-off payments by month

Your payoff estimate

Estimated payoff time 0 years
Scheduled payment$0
Average monthly extra$0
Interest saved$0
Time saved0 months
Baseline interest$0
New interest$0
Total extra paid$0
Final month0

Compare payoff strategies

Same balance, rate, and remaining term

Balance over time

Interest saved by strategy

Yearly payoff schedule

Year Principal Interest Extra paid Ending balance

How this payoff calculator works

The calculator starts with the standard fixed-rate mortgage payment for the remaining balance, interest rate, and term. It then applies extra payments to principal when they occur: monthly extra payments every month, yearly extra payments every 12th month, a one-time extra payment in the selected month, and optional custom payments.

The baseline estimate assumes no extra payments. Interest saved is the difference between baseline interest and the interest after the selected extra payment strategy. Actual results depend on whether your lender applies extra payments to principal and whether any prepayment rules apply.

This calculator is for educational estimates only and is not financial, tax, legal, or lending advice.

Common questions

Should I make extra mortgage payments or invest instead?

This calculator only estimates mortgage interest savings. The better choice depends on your risk tolerance, tax situation, emergency savings, other debts, and expected investment returns.

Do extra payments always reduce principal?

They should only reduce your balance faster if your lender applies them to principal. Check your servicer's payment settings and confirm there is no prepayment penalty.

Why include one-time and annual payments?

Many borrowers use tax refunds, bonuses, or irregular cash flow for extra principal payments. Modeling those payments can be more realistic than assuming the same extra amount every month.