Loan Payoff Calculator with Extra Payments

See how extra monthly payments shorten a loan and cut total interest โ€” compare payoff time and interest with and without overpayment.

Inputs

Starting principal.

Nominal annual rate.

Original loan length.

Additional principal paid each month.

Result

New payoff time
21.0 years (252 months)
9.0 years sooner ยท $79,800.51 interest saved
  • Base monthly payment (P&I)$1,199.10
  • New payment with extra$1,399.10/mo
  • Original payoff360 months (30.0 yr)
  • New payoff252 months (21.0 yr)
  • Time saved108 months (9.0 yr)
  • Interest without extra$231,676.38
  • Interest with extra$151,875.87
  • Total interest saved$79,800.51
Not financial advice โ€” Assumes extra payments go entirely to principal and the rate is fixed. Confirm your lender applies extra payments to principal and has no prepayment penalty.

Step-by-step

  1. Base payment on $200,000.00 at 6% over 30 years = $1,199.10/month.
  2. Adding $200.00/month sends $1,399.10 total, all extra going to principal.
  3. Loan pays off in 252 months instead of 360 โ€” 108 months sooner, saving $79,800.51 in interest.

How to use this calculator

  • Enter the loan amount, annual rate, and original term.
  • Enter the extra amount you plan to pay each month.
  • Read the new payoff time and the total interest saved.
  • Compare original versus accelerated payoff in the breakdown.

About this calculator

Making extra payments on a loan is one of the most reliable ways to save money, because every additional dollar goes straight to principal โ€” and reducing the principal cuts the interest charged on every remaining month. This calculator amortizes your loan twice: once with the standard payment and once with your extra monthly amount added. It then shows how many months and how much interest the extra payments save. The effect is often dramatic on long mortgages: even a modest extra amount each month can shave years off the term and tens of thousands of dollars off the total interest, because interest savings compound over the life of the loan. Before relying on this, confirm your lender applies extra payments to principal (not future payments) and charges no prepayment penalty.

How it works โ€” the formula

Base payment = L ยท r(1+r)โฟ / ((1+r)โฟ โˆ’ 1) Each month: interest = balance ร— r; principal = payment โˆ’ interest Extra payment adds directly to principal, ending the loan early.

The loan is amortized month by month; adding to the payment accelerates principal reduction, compounding the interest savings until the balance reaches zero.

Worked examples

Example 1
$200k, 6%, 30 yr, +$200/mo
Inputs:
loan=200000, rate=6, term=30, extra=200
Output:
payoff ~21 yr, saves ~$80k interest
Example 2
$200k, 6%, 30 yr, +$0
Inputs:
loan=200000, rate=6, term=30, extra=0
Output:
360 months, ~$231,676 interest
Example 3
$30k, 5%, 5 yr, +$100/mo
Inputs:
loan=30000, rate=5, term=5, extra=100
Output:
pays off ~9 months early

Limitations

  • Assumes a fixed rate and that all extra goes to principal.
  • Ignores taxes, insurance, escrow, and prepayment penalties.
  • Monthly compounding; biweekly schedules differ slightly.

Confirm prepayment terms with your lender; not financial advice.

Frequently asked

Interest each month is charged on the remaining balance. Paying extra principal lowers that balance faster, so less interest accrues every subsequent month and the loan ends sooner. The savings compound over the remaining term.

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