Payments and schedules
Amortization Schedule Calculator: See Every Year of Your Mortgage
See how each payment is split between interest and principal, how fast your balance falls, and how much interest the loan costs over its full term.
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Amortization schedule
Results
In plain words
A $320,000 loan at 7.4% over 30 years costs $2,216 a month in principal and interest. Over the full term of 360 months (30 yrs 0 mo), you would pay $477,622 in interest if you keep the loan to the end.
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Key figures
- Monthly principal and interest$2,216
- Total interest$477,622
- Total paid$797,622
- Payoff dateOct 2056
- Share of payments that is interest59.88%
- Principal
- Interest
View chart as table
| Year | Principal | Interest |
|---|---|---|
| Year 1 | $3,008 | $23,579 |
| Year 2 | $3,238 | $23,349 |
| Year 3 | $3,486 | $23,101 |
| Year 4 | $3,753 | $22,834 |
| Year 5 | $4,041 | $22,547 |
| Year 6 | $4,350 | $22,237 |
| Year 7 | $4,683 | $21,904 |
| Year 8 | $5,041 | $21,546 |
| Year 9 | $5,427 | $21,160 |
| Year 10 | $5,843 | $20,744 |
| Year 11 | $6,290 | $20,297 |
| Year 12 | $6,772 | $19,815 |
| Year 13 | $7,290 | $19,297 |
| Year 14 | $7,849 | $18,739 |
| Year 15 | $8,450 | $18,138 |
| Year 16 | $9,096 | $17,491 |
| Year 17 | $9,793 | $16,795 |
| Year 18 | $10,543 | $16,045 |
| Year 19 | $11,350 | $15,238 |
| Year 20 | $12,219 | $14,369 |
| Year 21 | $13,154 | $13,433 |
| Year 22 | $14,161 | $12,426 |
| Year 23 | $15,246 | $11,342 |
| Year 24 | $16,413 | $10,175 |
| Year 25 | $17,669 | $8,918 |
| Year 26 | $19,022 | $7,565 |
| Year 27 | $20,479 | $6,109 |
| Year 28 | $22,047 | $4,541 |
| Year 29 | $23,734 | $2,853 |
| Year 30 | $25,552 | $1,036 |
- Balance
- Total interest so far
View chart as table
| Year | Balance | Total interest so far |
|---|---|---|
| Year 1 | $316,992 | $23,579 |
| Year 2 | $313,754 | $46,928 |
| Year 3 | $310,267 | $70,029 |
| Year 4 | $306,514 | $92,864 |
| Year 5 | $302,474 | $115,410 |
| Year 6 | $298,124 | $137,648 |
| Year 7 | $293,441 | $159,552 |
| Year 8 | $288,399 | $181,098 |
| Year 9 | $282,972 | $202,258 |
| Year 10 | $277,129 | $223,003 |
| Year 11 | $270,838 | $243,300 |
| Year 12 | $264,066 | $263,115 |
| Year 13 | $256,776 | $282,412 |
| Year 14 | $248,927 | $301,151 |
| Year 15 | $240,478 | $319,289 |
| Year 16 | $231,381 | $336,780 |
| Year 17 | $221,588 | $353,574 |
| Year 18 | $211,046 | $369,619 |
| Year 19 | $199,696 | $384,856 |
| Year 20 | $187,477 | $399,225 |
| Year 21 | $174,323 | $412,658 |
| Year 22 | $160,162 | $425,084 |
| Year 23 | $144,916 | $436,426 |
| Year 24 | $128,503 | $446,600 |
| Year 25 | $110,834 | $455,518 |
| Year 26 | $91,811 | $463,083 |
| Year 27 | $71,333 | $469,192 |
| Year 28 | $49,286 | $473,733 |
| Year 29 | $25,552 | $476,586 |
| Year 30 | $0 | $477,622 |
Compare scenarios
| Scenario | Monthly payment | Total interest | Payoff date |
|---|---|---|---|
| Your numbers | $2,216 | $477,622 | Oct 2056 |
| 15-year loan | $2,948 | $210,691 | Oct 2041 |
| 30-year loan | $2,216 | $477,622 | Oct 2056 |
| Biweekly payments | $2,216 | $354,169 | Mar 2050 |
| Difference: 15-year loan | +$733 | −$266,930 | −180 months (15 yrs 0 mo) |
| Difference: 30-year loan | 0 | 0 | 0 |
| Difference: Biweekly payments | 0 | −$123,452 | −79 months (6 yrs 7 mo) |
Amortization schedule
| Year | Payment (P&I + extra) | Principal | Interest | Extra | Balance | Total interest so far |
|---|---|---|---|---|---|---|
| Year 1 · Nov 2026 | $26,587 | $3,008 | $23,579 | $0 | $316,992 | $23,579 |
| Year 2 · Nov 2027 | $26,587 | $3,238 | $23,349 | $0 | $313,754 | $46,928 |
| Year 3 · Nov 2028 | $26,587 | $3,486 | $23,101 | $0 | $310,267 | $70,029 |
| Year 4 · Nov 2029 | $26,587 | $3,753 | $22,834 | $0 | $306,514 | $92,864 |
| Year 5 · Nov 2030 | $26,587 | $4,041 | $22,547 | $0 | $302,474 | $115,410 |
| Year 6 · Nov 2031 | $26,587 | $4,350 | $22,237 | $0 | $298,124 | $137,648 |
| Year 7 · Nov 2032 | $26,587 | $4,683 | $21,904 | $0 | $293,441 | $159,552 |
| Year 8 · Nov 2033 | $26,587 | $5,041 | $21,546 | $0 | $288,399 | $181,098 |
| Year 9 · Nov 2034 | $26,587 | $5,427 | $21,160 | $0 | $282,972 | $202,258 |
| Year 10 · Nov 2035 | $26,587 | $5,843 | $20,744 | $0 | $277,129 | $223,003 |
| Year 11 · Nov 2036 | $26,587 | $6,290 | $20,297 | $0 | $270,838 | $243,300 |
| Year 12 · Nov 2037 | $26,587 | $6,772 | $19,815 | $0 | $264,066 | $263,115 |
| Year 13 · Nov 2038 | $26,587 | $7,290 | $19,297 | $0 | $256,776 | $282,412 |
| Year 14 · Nov 2039 | $26,587 | $7,849 | $18,739 | $0 | $248,927 | $301,151 |
| Year 15 · Nov 2040 | $26,587 | $8,450 | $18,138 | $0 | $240,478 | $319,289 |
| Year 16 · Nov 2041 | $26,587 | $9,096 | $17,491 | $0 | $231,381 | $336,780 |
| Year 17 · Nov 2042 | $26,587 | $9,793 | $16,795 | $0 | $221,588 | $353,574 |
| Year 18 · Nov 2043 | $26,587 | $10,543 | $16,045 | $0 | $211,046 | $369,619 |
| Year 19 · Nov 2044 | $26,587 | $11,350 | $15,238 | $0 | $199,696 | $384,856 |
| Year 20 · Nov 2045 | $26,587 | $12,219 | $14,369 | $0 | $187,477 | $399,225 |
| Year 21 · Nov 2046 | $26,587 | $13,154 | $13,433 | $0 | $174,323 | $412,658 |
| Year 22 · Nov 2047 | $26,587 | $14,161 | $12,426 | $0 | $160,162 | $425,084 |
| Year 23 · Nov 2048 | $26,587 | $15,246 | $11,342 | $0 | $144,916 | $436,426 |
| Year 24 · Nov 2049 | $26,587 | $16,413 | $10,175 | $0 | $128,503 | $446,600 |
| Year 25 · Nov 2050 | $26,587 | $17,669 | $8,918 | $0 | $110,834 | $455,518 |
| Year 26 · Nov 2051 | $26,587 | $19,022 | $7,565 | $0 | $91,811 | $463,083 |
| Year 27 · Nov 2052 | $26,587 | $20,479 | $6,109 | $0 | $71,333 | $469,192 |
| Year 28 · Nov 2053 | $26,587 | $22,047 | $4,541 | $0 | $49,286 | $473,733 |
| Year 29 · Nov 2054 | $26,587 | $23,734 | $2,853 | $0 | $25,552 | $476,586 |
| Year 30 · Nov 2055 | $26,587 | $25,552 | $1,036 | $0 | $0 | $477,622 |
| Totals | $797,622 | $320,000 | $477,622 | $0 |
How to use this calculator
- Enter the loan amount, not the home price.
- Enter your interest rate. The box starts at the national weekly average.
- Choose the loan term.
- Read the monthly payment and total interest, then scroll the yearly table to see interest, principal and balance for each year.
An amortization schedule shows where every mortgage dollar goes. Your monthly payment on a fixed-rate loan never changes, but what it buys does: early on, most of it pays interest; near the end, almost all of it pays down the loan. This amortization schedule calculator builds the full table, year by year, so you can see your balance at any point and the true interest cost of the loan.
How this amortization schedule calculator works
The calculator first finds the fixed monthly payment for principal and interest:
M = P × r ÷ (1 − (1 + r)^−n)
P is the loan amount, r is the yearly rate divided by 12, and n is the number of payments (360 for 30 years). Then it steps through the loan one month at a time:
- Interest this month = balance × r.
- Principal this month = M − interest.
- New balance = balance − principal.
It repeats until the balance reaches zero, adds the monthly figures into yearly rows, and totals the interest.
Worked examples
Example 1: a $320,000 loan over 30 years
Assume a $320,000 loan at an assumed 6.5% rate for 30 years.
- Monthly rate: 6.5% ÷ 12 = 0.5417%.
- Monthly payment: about $2,023.
- First month: interest is $320,000 × 0.5417% = about $1,733, so only about $289 goes to principal.
- Total interest over 360 payments: about $408,142, more than the amount borrowed.
The yearly table shows how slowly the balance falls at first:
| Year | Interest paid | Principal paid | Balance at year end |
|---|---|---|---|
| 1 | $20,695 | $3,577 | $316,423 |
| 5 | $19,636 | $4,636 | $299,555 |
| 10 | $17,861 | $6,410 | $271,284 |
| 15 | $15,407 | $8,864 | $232,189 |
| 20 | $12,014 | $12,257 | $178,129 |
| 25 | $7,322 | $16,949 | $103,373 |
| 30 | $833 | $23,438 | $0 |
After 10 years of payments, the borrower still owes about 85% of the original loan. Principal does not overtake interest until year 20.
Example 2: the same loan over 15 years
Keep the $320,000 loan and the assumed 6.5% rate, but choose 15 years. The payment rises to about $2,788, or about $765 more a month. Total interest falls to about $181,758, roughly $226,000 less than the 30-year loan. After 5 years the balance is about $245,495, compared with about $299,555 on the 30-year schedule. In real life a 15-year loan usually also carries a lower rate, which widens the gap further.
What your result means
Use the schedule to answer practical questions:
- How much equity will I have? Your balance at a given year, compared with the home’s value, shows your equity from payments alone. The loan-to-value calculator turns that into a percentage.
- When could PMI end? On a conventional loan, PMI can be cancelled on request when the balance reaches 80% of the original value. Find the year your balance crosses that line, or use the PMI removal calculator.
- What does it cost to keep the loan? The interest column shows what you would pay each year if you do not refinance, sell or pay extra.
Program rules that change the answer
The math is the same for every fixed-rate loan, but what goes into the loan amount differs by program.
| Loan type | What to enter as the loan amount | Notes |
|---|---|---|
| Conventional | Price minus down payment | PMI is paid separately and does not amortize |
| FHA | Base loan plus 1.75% upfront MIP if financed | Annual MIP is separate from this schedule |
| VA | Loan plus funding fee if financed (unless exempt) | No monthly mortgage insurance |
| USDA | Loan plus upfront guarantee fee if financed | Annual fee is separate from this schedule |
| Adjustable-rate | Use the ARM payment calculator | This schedule assumes one fixed rate |
Federal Qualified Mortgage rules limit QM loans to terms of 30 years or less and generally do not allow payments that leave the balance growing. A standard fully amortizing loan, like the one modeled here, pays itself off by the last payment.
Assumptions
- One fixed rate for the full term and no extra payments.
- Payments are made on time every month; interest is calculated monthly, not daily.
- Figures are not rounded to the cent each month, so the last payment may differ by a few cents from a lender’s schedule.
- Taxes, insurance, mortgage insurance and HOA dues are not part of the schedule because they do not reduce the balance.
Common mistakes
- Entering the home price instead of the loan amount. Subtract your down payment first.
- Forgetting financed fees. FHA upfront MIP, the VA funding fee or the USDA upfront fee raise the balance that amortizes.
- Reading total interest as a fixed cost. Most people sell or refinance before year 30, so they pay only part of that total. Look at the years you actually expect to keep the loan.
- Assuming equity builds evenly. It builds slowly at first and much faster in later years.
Limits of this estimate
Your lender’s schedule will use your closing date, exact payment dates and rounding rules. Before you pay extra or refinance, check your loan documents for a prepayment penalty; federal rules restrict them on most home loans, but not all. To test extra payments, use the extra payment calculator. If you are still deciding between loan terms or types, our guide to types of mortgage loans explains the trade-offs.
For context, the national average 30-year fixed rate was 7.40% as of October 15, 2026 (Freddie Mac). FHA, VA and USDA rates are set by each lender and often differ.Source: Freddie Mac Primary Mortgage Market Survey, via FRED
Frequently asked questions
What is an amortization schedule?
It is a table that shows how each mortgage payment is split between interest and principal, and what you still owe after each period. On a fixed-rate loan the payment stays the same, but the split changes every month.
Why do I pay so much interest at the start?
Interest is charged on the balance you still owe. At the start the balance is highest, so most of the payment goes to interest. As the balance falls, more of each payment goes to principal.
How much of my first payment goes to principal?
On a $320,000, 30-year loan at an assumed 6.5% rate, the first payment is about $2,023, of which about $1,733 is interest and only about $289 is principal.
Does the schedule include taxes and insurance?
No. It covers principal and interest only. Property tax, homeowners insurance and mortgage insurance are often collected with your payment through escrow, but they do not reduce your loan balance.
How can I pay less interest overall?
Choose a shorter term, pay extra toward principal, or get a lower rate. The extra payment calculator shows how much a fixed extra amount each month can save.
Is a 15-year amortization better than 30 years?
A 15-year loan costs far less interest but has a much higher monthly payment. It is better only if the higher payment still leaves room for savings, emergencies and other goals.
Why is my lender's schedule slightly different?
Lenders round each payment to the cent, may count interest by days for the first partial month, and use your exact closing date. Small differences of a few dollars are normal.
Sources
Read the guides
Related calculators
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- PMI removal date See how many payments it takes before you can ask your servicer to cancel private mortgage insurance, and when federal law ends it automatically.
- Closing costs Get a planning range for your closing costs and the total cash you will need on closing day, before you have a Loan Estimate in hand.
- Rent vs buy Compare what you would spend renting with what buying would really cost after you sell, so you can see which path leaves you better off over your time frame.