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Extra Mortgage Payment / Early Payoff Calculator

See how much time and interest a recurring extra payment and/or a one-time extra payment saves on your mortgage.

Compare your loan's normal payoff against paying extra — recurring, one-time, or both — to see the time and interest saved.

Result

How to Use

  1. Enter the loan amount, annual interest rate, and term in whole years.
  2. To model a recurring extra payment, enter the extra amount you'll add to every monthly payment — leave it at $0 to model a one-time extra payment only.
  3. To model a one-time extra payment (e.g. a bonus or tax refund applied to principal), enter its amount and which payment month it lands on — leave the amount at $0 to model a recurring extra payment only. You can also fill in both at once.
  4. The result compares your original payoff time and total interest against the payoff time and interest with your extra payment(s) applied, showing the time and interest saved.

Formula

Normal payment
payment = loan_amount × monthly_rate ÷ (1 − (1 + monthly_rate)^−months)
Baseline simulation
each month: interest = balance × monthly_rate; balance −= (payment − interest); repeat until balance reaches $0
With extra payments
same simulation, but each month also subtracts the recurring extra (and the one-time extra, only in its chosen month) directly from the balance, capped at what's still owed
Savings
months_saved = baseline_months − new_months; interest_saved = baseline_total_interest − new_total_interest

Worked Example

A $200,000 loan at 6% over 30 years, with an extra $200 added to every monthly payment.

  1. Normal monthly payment: ≈ $1,199.10
  2. Baseline payoff: 360 months, ≈ $231,676.38 total interest
  3. With an extra $200/month applied to principal every month: 252 months, ≈ $151,875.87 total interest
  4. Time saved: 360 − 252 = 108 months (9 years)
  5. Interest saved: $231,676.38 − $151,875.87 ≈ $79,800.51

Result: Original payoff time: 360 months (30 years) / New payoff time with extra payments: 252 months (21 years) / Time saved: 108 months (9 years) / Interest saved: $79,800.51

About This Tool

What this tool does

This calculator simulates your loan's normal month-by-month payoff, then simulates it again with a recurring extra monthly payment and/or a one-time extra payment applied directly to principal, and reports how much time and interest each scenario saves.

When to use it

Use it to decide whether a recurring extra payment fits your budget and is worth it, to see the effect of applying a windfall like a bonus or tax refund to your mortgage, or to compare a few different extra-payment amounts before committing to one.

What the result means

Time saved and interest saved reflect the exact same loan, rate and term in both scenarios — the only difference is the extra payment(s) — so the savings shown are a direct, apples-to-apples measure of what that extra money buys you.

Assumptions & limitations

Extra payments are assumed to go entirely toward principal, applied in the same month they're made, with no prepayment penalty — some real loans do charge one, so confirm your loan doesn't before relying on this. The recurring extra payment is assumed to continue every month until the loan is paid off; the one-time extra applies only in the single month you specify. This is an estimate based on the numbers you enter, not your servicer's exact payoff calculation.

Frequently Asked Questions

Can I model both a recurring extra payment and a one-time extra payment together?
Yes — fill in both the recurring extra monthly payment and the one-time extra payment (with its month) to see their combined effect. Leave either one at $0 to model just the other.
Does my loan need to allow extra payments toward principal?
Most standard mortgages do, but always confirm with your servicer that extra payments are applied to principal (not held as a credit toward next month's payment) and that there's no prepayment penalty — this calculator assumes the ideal case where every extra dollar reduces principal immediately.
Is a recurring extra payment or a one-time lump sum better?
Both reduce principal and therefore future interest, but a recurring extra payment compounds that benefit every month for the rest of the loan, while a one-time payment only reduces the balance from that point forward — try both scenarios here with amounts realistic for your situation to compare directly.