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Every payment, laid bare

Loan Payoff & Amortization Schedule Calculator

A mortgage is 360 tiny decisions you make once. Watch interest dominate the early years, see exactly where each payment lands, and test how one extra hundred a month rewrites the ending.

Your loan

Principal & interest only

Mortgages: 15, 20 or 30 years

Goes 100% to principal

LIVE RESULTS

MONTHLY PAYMENT

$1,970.30

Paying $2,170 a month clears this loan in 23 yr 6 mo - 6 yr 6 mo early.

Debt-free: …

Total interest

$290.3K

vs $389.3K minimum

Interest saved

$99K

From extra payments

Time saved

6 yr 6 mo

Off the payoff clock

Total repaid

$610.3K

Principal + interest

Payoff date

-

With extra payments

Scheduled payment

$1,970.30

Minimum required

Remaining balance over time

Minimum payments vs your accelerated payoff

$0$125K$250K$375K$500KYr 1 - Minimum payments: $316.3KYr 2 - Minimum payments: $312.3KYr 3 - Minimum payments: $308KYr 4 - Minimum payments: $303.5KYr 5 - Minimum payments: $298.7KYr 6 - Minimum payments: $293.6KYr 7 - Minimum payments: $288.1KYr 8 - Minimum payments: $282.3KYr 9 - Minimum payments: $276.1KYr 10 - Minimum payments: $269.6KYr 11 - Minimum payments: $262.6KYr 12 - Minimum payments: $255.1KYr 13 - Minimum payments: $247.2KYr 14 - Minimum payments: $238.8KYr 15 - Minimum payments: $229.8KYr 16 - Minimum payments: $220.2KYr 17 - Minimum payments: $210.1KYr 18 - Minimum payments: $199.3KYr 19 - Minimum payments: $187.7KYr 20 - Minimum payments: $175.5KYr 21 - Minimum payments: $162.4KYr 22 - Minimum payments: $148.6KYr 23 - Minimum payments: $133.8KYr 24 - Minimum payments: $118KYr 25 - Minimum payments: $101.3KYr 26 - Minimum payments: $83.5KYr 27 - Minimum payments: $64.5KYr 28 - Minimum payments: $44.3KYr 29 - Minimum payments: $22.9KYr 30 - Minimum payments: $0Yr 1 - With extra payments: $313.8KYr 2 - With extra payments: $307.2KYr 3 - With extra payments: $300.1KYr 4 - With extra payments: $292.6KYr 5 - With extra payments: $284.6KYr 6 - With extra payments: $276.1KYr 7 - With extra payments: $267.1KYr 8 - With extra payments: $257.5KYr 9 - With extra payments: $247.2KYr 10 - With extra payments: $236.3KYr 11 - With extra payments: $224.7KYr 12 - With extra payments: $212.4KYr 13 - With extra payments: $199.2KYr 14 - With extra payments: $185.3KYr 15 - With extra payments: $170.4KYr 16 - With extra payments: $154.5KYr 17 - With extra payments: $137.7KYr 18 - With extra payments: $119.7KYr 19 - With extra payments: $100.6KYr 20 - With extra payments: $80.3KYr 21 - With extra payments: $58.6KYr 22 - With extra payments: $35.6KYr 23 - With extra payments: $11.1KYr 24 - With extra payments: $0Yr 25 - With extra payments: $0Yr 26 - With extra payments: $0Yr 27 - With extra payments: $0Yr 28 - With extra payments: $0Yr 29 - With extra payments: $0Yr 30 - With extra payments: $0Yr 1Yr 6Yr 11Yr 16Yr 21Yr 26Yr 30
  • Minimum payments
  • With extra payments

Where the money goes

Principal vs interest over the loan's life

Principal: $320K (52.4%)Total interest: $290.3K (47.6%)
$610.3KTotal repaid
  • Principal$320K52%
  • Total interest$290.3K48%

Amortization schedule

First 12 payments - with extra applied

Month (#)PaymentPrincipalInterestBalance
1$2,170.30$503.63$1,666.67$319,496.37
2$2,170.30$506.25$1,664.04$318,990.12
3$2,170.30$508.89$1,661.41$318,481.23
4$2,170.30$511.54$1,658.76$317,969.69
5$2,170.30$514.20$1,656.09$317,455.49
6$2,170.30$516.88$1,653.41$316,938.61
7$2,170.30$519.57$1,650.72$316,419.04
8$2,170.30$522.28$1,648.02$315,896.76
9$2,170.30$525.00$1,645.30$315,371.76
10$2,170.30$527.73$1,642.56$314,844.02
11$2,170.30$530.48$1,639.81$314,313.54
12$2,170.30$533.25$1,637.05$313,780.30

All calculations are processed locally in your browser. No financial data is sent to external servers.

Field Guide

Field guide

How amortization really works

The fixed-payment formula

Every fixed-rate loan - mortgage, auto or personal - is governed by a single piece of algebra: the amortization formula. It answers one question: what constant monthly payment retires a principal over a fixed term at a fixed rate, leaving nothing owed at the end?

M = P × r × (1 + r)^n ÷ ((1 + r)^n − 1)
r = APR ÷ 12 and n = years × 12. At 0% APR it degenerates to M = P ÷ n - a straight-line payoff.

Worked example: borrow $320,000 at 6.25% APR for 30 years and the formula returns about $1,970 a month. Multiply by 360 payments and you repay roughly $709,000 - about $389,000 of it interest. The payment never changes; what changes is how it is divided between interest and principal - that split is where all the strategy lives.

Why early payments are mostly interest

Interest is charged on what you currently owe, recalculated monthly: balance × r. In month one of the example, the balance is the full $320,000, so the first month’s interest is about $1,667 of a $1,970 payment. Barely $300 touches the debt itself - the rest is the cost of money already spent.

The arithmetic bends in your favor as you go. Every dollar of principal retired shrinks next month’s interest charge, freeing a little more of the same fixed payment for principal. The shift starts slowly, then turns decisive: on this loan, the crossover where principal overtakes interest doesn’t arrive until around payment 227 - two-thirds of the way through the term. That is why the balance line falls gently for years, then collapses.

Reading the schedule

The amortization schedule is your loan rendered row by row. Each line answers one question: with this month’s payment, where does the money go, and what remains?

  • Payment - total cash due that month: your scheduled payment plus any extra you have set.
  • Principal - the slice that actually reduces the debt. It is the only part that builds equity.
  • Interest - that month’s cost of borrowing: the outstanding balance multiplied by the monthly rate.
  • Balance - what you still owe after the payment posts. Notice how little it moves in year one.

Because the table applies your extra payment, it won’t match the lender’s official minimum schedule: the loan retires sooner, each later payment carries a heavier principal share, and the final row is a smaller partial payment.

The quiet power of extra payments

Prepaying works because of an asymmetry: a scheduled payment is split between principal and interest, but an extra dollar carries no interest at all. It lands entirely on principal, and a dollar retired early stops accruing interest thereafter. A rough intuition:

Extra dollar → 100% principalSaved interest ≈ dollar × rate × years remaining
A dollar added today on a 6.25% loan saves roughly $1.90 of interest over 30 years - the calculator's exact figure runs higher still, because savings compound too.
  1. Round up to the next comfortable hundred - $1,970 becomes $2,000, painlessly trimming months.
  2. Add one extra payment a year. Biweekly plans do this automatically: 26 half-payments equal 13 monthly ones.
  3. Recast before you refinance. A recast re-amortizes your balance for a small fee while keeping your rate and term.
  4. Target high-APR debt first. Extra dollars on a 22% credit card save far more than on a 6% mortgage.
  5. Check for prepayment penalties, and instruct your servicer in writing to apply extras to principal - not to next month’s bill.

A mortgage is one line in a larger plan. Model how fast investing could buy back your freedom in the FIRE calculator, and what you would need to earn to fund it with the freelance rate calculator.

Questions

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