Mortgage Payoff Calculator
Calculate when your mortgage will be paid off and how extra payments can accelerate your payoff date while saving thousands in interest.
Mortgage Details
Principal & interest only
Ready to Calculate
Enter your remaining balance, payment details, and any extra amount to see your payoff timeline.
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Pro Tip
Apply tax refunds, work bonuses, and other windfalls directly to your mortgage principal. A single extra payment of $5,000 early in the loan can save over $15,000 in interest.
See Extra Payment Calculator →Understanding Mortgage Payoff
The mortgage payoff calculator helps you understand exactly when your mortgage will be fully paid and how extra payments affect your timeline. Unlike amortization calculators that start from the beginning of a loan, this calculator works with your current remaining balance and payment.
Each month, your payment covers two things: interest on the remaining balance and principal reduction. The interest portion is calculated as your remaining balance multiplied by the monthly interest rate. Whatever remains of your payment after interest goes toward reducing the principal.
When you make extra payments, 100% of the extra amount goes toward principal reduction. This lowers the balance faster, which means less interest accrues the following month. The effect compounds over time, creating substantial savings.
The payoff date depends on three factors: your remaining balance, interest rate, and total monthly payment (regular plus extra). Even a modest increase in your monthly payment can have a dramatic impact on both the payoff date and total interest paid.
Payoff Formula
Months to Payoff
Where:
n = Number of months to payoff
r = Monthly interest rate (annual rate / 12)
P = Remaining principal balance
M = Monthly payment amount
Example
For a $250,000 balance at 6.5% with $1,896/month + $300 extra:
- • Monthly interest rate: 6.5% / 12 = 0.5417%
- • Without extra: ~195 months (16.3 years) to payoff
- • With $300 extra: ~148 months (12.3 years) to payoff
- • Time saved: ~47 months (3.9 years)
- • Interest saved: ~$52,000