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Mortgage Amortization Calculator

Build an annual mortgage amortization schedule showing payment, principal, interest, and remaining balance, with an optional monthly extra-principal amount.

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Written by the ToolGrym Editorial Team

Last reviewed:

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$
%
years
$

Monthly principal and interest

$1,896.20

Scheduled payment
$1,896.20
Payoff time
30 yr
Total interest
$382,633

Interest saved with extra payments

$0

Time saved
0 mo
Total principal
$300,000
Total paid
$682,633

Annual amortization schedule

Principal, interest, and remaining balance for every loan year.

YearPaymentsPrincipalInterestEnding balance
1$22,754$3,353$19,401$296,647
2$22,754$3,578$19,177$293,069
3$22,754$3,817$18,937$289,252
4$22,754$4,073$18,681$285,179
5$22,754$4,346$18,409$280,833
6$22,754$4,637$18,118$276,196
7$22,754$4,947$17,807$271,249
8$22,754$5,279$17,476$265,970
9$22,754$5,632$17,122$260,338
10$22,754$6,009$16,745$254,328
11$22,754$6,412$16,343$247,916
12$22,754$6,841$15,913$241,075
13$22,754$7,299$15,455$233,776
14$22,754$7,788$14,966$225,987
15$22,754$8,310$14,445$217,677
16$22,754$8,866$13,888$208,811
17$22,754$9,460$13,294$199,351
18$22,754$10,094$12,661$189,257
19$22,754$10,770$11,985$178,487
20$22,754$11,491$11,263$166,996
21$22,754$12,261$10,494$154,735
22$22,754$13,082$9,673$141,653
23$22,754$13,958$8,797$127,695
24$22,754$14,893$7,862$112,803
25$22,754$15,890$6,864$96,912
26$22,754$16,954$5,800$79,958
27$22,754$18,090$4,665$61,868
28$22,754$19,301$3,453$42,567
29$22,754$20,594$2,161$21,973
30$22,754$21,973$781$0

See where every mortgage payment goes

A fixed-rate mortgage can have the same scheduled principal-and-interest payment for hundreds of months, but the split changes every time. Interest is calculated on the balance still owed. The remainder reduces principal. As principal falls, the next month’s interest becomes smaller and more of the fixed payment reaches the balance.

The payment formula is:

M = P × r(1 + r)ⁿ ÷ ((1 + r)ⁿ − 1)

where P is principal, r is the monthly interest rate, and n is the number of monthly payments.

For each month, the schedule uses:

interest = opening balance × monthly rate

principal = payment − interest + extra principal

The final payment is reduced so the balance ends at zero instead of becoming negative.

Worked example: $300,000 at 6.5%

A $300,000, 30-year mortgage at 6.5% has scheduled principal and interest of about $1,896.20 per month. In month one, interest is $1,625 and only about $271 reaches principal. That is not a hidden fee; it is the result of applying 6.5% annual interest to a large outstanding balance.

Later, the balance is smaller. The payment stays approximately $1,896.20, so less goes to interest and more goes to principal. The annual table aggregates twelve months to make that shift easier to read.

Adding $200 of extra principal each month pays the example loan off years earlier and lowers total interest. The exact result appears immediately in the calculator, alongside the base schedule’s time and interest.

How to read the annual table

Each row contains:

  • Payments: all scheduled and extra payments made that year;
  • Principal: the portion that reduced the debt;
  • Interest: the cost of borrowing during that year; and
  • Ending balance: principal still owed after the final payment in the row.

The payment total is not the same as the principal reduction because interest is part of every payment. Equity can also change through home-price movement, but appreciation is not part of mortgage amortization.

Extra payments need correct servicing

Before sending additional money, confirm that the mortgage permits prepayment and ask how to mark the amount as principal-only. Review the next statement. A servicer may handle partial or extra payments differently, and a recast is a separate process that can change the scheduled payment after a large principal reduction.

For an accelerated schedule tied to paychecks, compare the biweekly mortgage calculator. To start from a home price and down payment instead of an existing loan balance, use the monthly mortgage payment calculator.

Model limitations

This schedule assumes a fixed rate, monthly compounding, end-of-month payments, and a constant extra amount. Adjustable rates, interest-only periods, daily simple interest, skipped payments, late charges, escrow, and servicing adjustments require a different model. Treat the output as a reproducible estimate rather than an official payoff quote.

Frequently asked questions

What is a mortgage amortization schedule?
It is a payment-by-payment record showing how much goes to interest, how much reduces principal, and the balance remaining after each payment.
Why is more interest paid at the beginning?
Monthly interest is calculated from the outstanding balance. The balance is highest early in the loan, so interest consumes more of the fixed payment.
Does an extra payment reduce the required monthly payment?
Usually not on a standard fixed-rate mortgage unless the loan is formally recast. Extra principal generally shortens payoff and reduces interest while the scheduled payment remains the same.
Are taxes, insurance, HOA, and PMI included?
No. The amortization table covers loan principal and interest because those amounts change the mortgage balance. Escrow and association charges do not amortize the loan.
Can I use the schedule as a lender statement?
No. Posting dates, daily interest, payment timing, rounding, fees, and servicer treatment can cause differences. Use the lender or servicer record for exact balances.

Written by

ToolGrym Editorial Team

The ToolGrym editorial team builds and maintains every calculator on this site. Each tool’s formulas are implemented as tested code and verified against authoritative sources such as the CFPB, Federal Reserve, IRS, and BLS.