How to Read a Mortgage Amortization Schedule
Last updated September 2026
Quick answer
An amortization schedule has one row per payment and five core columns: payment number, payment amount, interest, principal, and remaining balance. The payment amount stays the same on every row; the interest column shrinks and the principal column grows. Read across a row to see where one payment went; read down the interest and principal columns to see the loan's whole story.
What you're looking at
An amortization schedule is your entire mortgage written out in advance — every payment from the first to the last, calculated at closing. A 30-year loan has 360 rows.
Here are the first twelve payments on a $400,000 loan at 6.25% over 30 years:
| # | Payment | Interest | Principal | Balance | Interest to date |
|---|---|---|---|---|---|
| 1 | $2,462.87 | $2,083.33 | $379.54 | $399,620.46 | $2,083.33 |
| 2 | $2,462.87 | $2,081.36 | $381.51 | $399,238.95 | $4,164.69 |
| 3 | $2,462.87 | $2,079.37 | $383.50 | $398,855.45 | $6,244.06 |
| 4 | $2,462.87 | $2,077.37 | $385.50 | $398,469.95 | $8,321.43 |
| 5 | $2,462.87 | $2,075.36 | $387.51 | $398,082.44 | $10,396.79 |
| 6 | $2,462.87 | $2,073.35 | $389.52 | $397,692.92 | $12,470.14 |
| 7 | $2,462.87 | $2,071.32 | $391.55 | $397,301.37 | $14,541.46 |
| 8 | $2,462.87 | $2,069.28 | $393.59 | $396,907.78 | $16,610.74 |
| 9 | $2,462.87 | $2,067.23 | $395.64 | $396,512.14 | $18,677.97 |
| 10 | $2,462.87 | $2,065.17 | $397.70 | $396,114.44 | $20,743.14 |
| 11 | $2,462.87 | $2,063.10 | $399.77 | $395,714.67 | $22,806.24 |
| 12 | $2,462.87 | $2,061.01 | $401.86 | $395,312.81 | $24,867.25 |
The columns, one at a time
Payment number
Which payment this is, 1 to 360. Some schedules show a date instead, some show both. Useful as a progress marker: payment 120 means you are exactly a third of the way through a 30-year loan by count — though, as the balance column shows, nowhere near a third of the way by debt.
Payment amount
$2,462.87, on every single row. This is the column people misread most often. It does not change, ever, on a fixed-rate loan. What changes is how it is divided.
Note this is principal and interest only. Your actual monthly bill probably also includes property taxes, homeowners insurance and possibly mortgage insurance. Those are escrow items — they pay third parties and never appear in an amortization calculation.
Interest
What the lender charges you this month for the money you still owe. It is always calculated the same way:
interest = current balance × (annual rate ÷ 12)
Payment 1: $400,000.00 × (6.25% ÷ 12) = $2,083.33
Payment 2: $399,620.46 × (6.25% ÷ 12) = $2,081.36This column only ever goes down, because your balance only ever goes down. This is money that leaves and does not come back — it buys you nothing you keep.
Principal
The part that actually reduces your debt — the only column that builds ownership. It is simply what is left after the interest is taken:
principal = payment − interest
= $2,462.87 − $2,083.33 = $379.54This column only ever goes up. Interest and principal always sum to the payment amount, so as one shrinks the other grows by the identical amount.
Remaining balance
What you owe after this payment. Last row's balance minus this row's principal. It hits exactly $0.00 on the final row — that is what "amortizing" means.
Interest to date (cumulative)
Not every schedule includes it; the ones that do are more honest. It is the running total of interest paid so far. After twelve payments here it reads $24,867.25 — against $4,687.19 of principal. Worth knowing before you see it.
The three rows worth checking first
You do not need to read 360 rows. Three of them tell you almost everything.
Row 1 — what your money is actually buying today
Look at the interest-to-principal ratio on your very first row. Here it is $2,083.33 to $379.54 — 84.6% of the payment is interest. This single row explains why the balance seems not to move in the early years.
The crossover row — when the loan starts working for you
Scan down for the first row where principal exceeds interest. On this loan it is payment #228:
| Payment | Interest | Principal | |
|---|---|---|---|
| 226 | $1,241.43 | $1,221.44 | interest still ahead |
| 227 | $1,235.07 | $1,227.80 | interest still ahead |
| 228 | $1,228.67 | $1,234.20 | ← crossover |
| 229 | $1,222.25 | $1,240.62 | principal ahead from here |
Nineteen years before the majority of each payment reduces your debt. Extra principal payments move this row earlier, which is the clearest way to see their effect.
The last row — the true cost
The final row's cumulative interest is what the loan actually cost you. On this schedule: $486,632 on a $400,000 loan. Total paid, $886,633. If your schedule has no cumulative column, multiply the payment by the number of payments and subtract the loan amount.
Reading it in the other direction
A schedule tells you three things you cannot easily get anywhere else:
- How much you still owe at any future date. Find the row for the month you plan to sell — that balance is roughly what you will need to pay off.
- When you will hit 20% equity. Find the row where the balance drops to 80% of your home's value. On a loan that started at 90% LTV, that is payment #92 — about 7 years 8 months in — which is when you can usually request PMI cancellation.
- How much interest you paid in a tax year. Sum the interest column for those twelve rows, or read the cumulative column at each year end. This should match the Form 1098 your servicer sends.
How extra payments show up
A schedule with extra payments has an additional column — usually "extra principal" or "additional principal" — and behaves differently in one telling way:
| Month | Interest (normal) | Principal (normal) | Interest (+$200) | Principal (+$200) |
|---|---|---|---|---|
| 1 | $2,083.33 | $379.54 | $2,083.33 | $379.54 |
| 2 | $2,081.36 | $381.51 | $2,080.31 | $382.56 |
| 3 | $2,079.37 | $383.50 | $2,077.28 | $385.59 |
Watch row 2. The extra payment did not only add $200 — it also moved $1.05 from the interest column into the principal column, because the balance it was calculated on was smaller. The schedule also gets shorter: 294 rows instead of 360.
Why your schedule might not match your statement
A few dollars of drift is normal and does not mean anything is wrong:
- Rounding. Interest is rounded to the cent every month, 360 times. Small differences accumulate.
- Payment timing. Some servicers calculate interest daily rather than monthly, so paying on the 1st versus the 15th shifts the numbers slightly.
- Escrow. Your statement shows the full bill; the schedule shows only principal and interest.
- The first payment. Closing usually collects prepaid interest for the partial first month, so payment one can look irregular.
- Rate changes. On an adjustable-rate mortgage the schedule is recalculated at every reset — any schedule printed before a reset is obsolete after it.
Large discrepancies are worth chasing
If your balance is materially higher than the schedule says, check whether extra payments were applied to principal or parked in suspense, and whether any missed payment resulted in capitalised interest. Ask your servicer for a payment history and reconcile it row by row.
Run your own numbers
Track your actual mortgage
The figures on this page are an example loan. MortMetrix builds your full amortization schedule from your real balance, rate and term, then shows exactly what any extra payment does to your payoff date, lifetime interest and equity.
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Frequently asked questions
What are the columns in an amortization schedule?
Payment number, payment amount, interest, principal, and remaining balance. Many schedules add cumulative interest, cumulative principal, and an extra-principal column. The payment amount is constant; interest falls and principal rises on every row.
Why does my payment stay the same but the split change?
Interest is calculated on your outstanding balance, which falls every month. A smaller interest charge leaves more of the same fixed payment available for principal. The two columns always add up to the payment.
What is the crossover point on an amortization schedule?
The first payment where more goes to principal than to interest. On a $400,000 loan at 6.25% over 30 years it is payment #228, about 19 years in. Lower rates and shorter terms bring it earlier; extra payments move it forward.
How do I find out how much interest I paid last year?
Add up the interest column for those twelve rows, or read the cumulative interest column at the start and end of the year and take the difference. It should match your Form 1098.
Why doesn't my amortization schedule match my mortgage statement?
Usually because the statement includes escrow (taxes and insurance) while the schedule covers only principal and interest, or because of cent-level rounding and payment-timing differences. A gap of a few dollars is normal; a gap of hundreds is worth querying with your servicer.
Related guides
What Is Mortgage Amortization?
The schedule that splits every payment between interest and principal — and why the split shifts.
Read moreHow Much Interest Will You Pay on Your Mortgage?
The lifetime interest number, how it's built, and the three levers — rate, term, extra principal — that move it.
Read moreHow Extra Payments Reduce Mortgage Interest
Interest is rate times balance. Shrink the balance once and you shrink every future charge.
Read moreHow Mortgage Payments Build Equity
Only principal builds equity. See the slow-then-fast curve, and how extra payments and appreciation change it.
Read moreFigures on this page are generated from the same amortization engine that powers the MortMetrix dashboard, using the example loan stated in each table. They are estimates based on a fixed-rate loan at a constant rate and are not your actual loan terms. This is educational information, not financial advice.