Amortization schedule explained
An amortization schedule is a row-by-row table showing every monthly payment on a loan, split into principal, interest, and remaining balance. It is the most useful single document for understanding a loan because it reveals patterns that the monthly payment alone hides: when interest stops dominating, how slowly the balance falls at the start, and how much each scheduled payment actually reduces what you owe.
This guide explains every column you'll see, walks through a worked schedule excerpt, shows how to read the schedule for decision-making, and answers common questions about why the math works the way it does.
What "amortization" means
Amortization comes from the Latin ad mortem — "to death." For a loan, it means killing the balance gradually through a fixed schedule of equal payments. Each payment combines two things:
- Interest on the remaining balance, calculated from the current balance × monthly rate.
- Principal, which is the rest of the payment after interest is deducted. Principal reduces the balance for next month.
Because the balance falls every month, the interest portion of each payment also falls, and the principal portion grows. The total payment stays the same — but the split changes month by month.
The columns in a typical schedule
A standard amortization schedule has six columns:
- Payment number — sequential number from 1 to the total number of payments (e.g., 360 for a 30-year mortgage).
- Payment date — the scheduled due date for that payment.
- Total payment — the fixed monthly amount (principal + interest, sometimes including tax and insurance escrow).
- Principal paid — the portion of the payment that reduces the loan balance.
- Interest paid — the portion of the payment that goes to the lender as the cost of borrowing.
- Remaining balance — what you still owe after this payment.
Some schedules also include a cumulative interest column (running total of all interest paid to date) and a cumulative principal column (running total of all principal paid to date).
Worked example: first year of a $240,000 30-year mortgage at 6.5%
Monthly payment: $1,516.96
- Month 1 — Interest
- $1,300.00
- Month 1 — Principal
- $216.96
- Month 1 — Balance
- $239,783.04
- Month 6 — Interest
- $1,294.07
- Month 6 — Principal
- $222.89
- Month 6 — Balance
- $238,665.83
- Month 12 — Interest
- $1,287.52
- Month 12 — Principal
- $229.44
- Month 12 — Balance
- $237,453.94
- Total paid in year 1
- $18,203.52
- Of which interest
- $15,557.46 (85%)
- Of which principal
- $2,646.06 (15%)
After 12 monthly payments totaling $18,203, the balance has fallen by only $2,546. The remaining $15,657 was interest. This is the front-loaded nature of amortization.
The "crossover point" — when principal exceeds interest
Early in any amortizing loan, most of each payment is interest. As the balance falls, less interest is charged and more of the payment becomes principal. The month when principal first exceeds interest is called the crossover point.
On a 30-year mortgage at 6.5%, the crossover point is around month 217 (year 18). On a 15-year mortgage at the same rate, it happens much earlier — around month 87 (year 7). On a 60-month auto loan at 7.5%, it happens around month 32. Shorter loans hit the crossover faster because more of each payment is principal from the start.
How the balance curve looks
If you plot the loan balance over time, you get a downward curve that starts almost flat and steepens over time. The first few years barely move the needle. The last few years drop quickly. This shape is the visual signature of amortization.
By the halfway point of a 30-year mortgage (year 15), you've typically paid down only about 30% of the original balance. The other 70% gets paid in the second half — and the final five years pay down almost as much principal as the first 20 years.
How extra payments change the schedule
When you make extra payments toward principal, every row after that payment gets recalculated:
- The balance is lower than the original schedule would show.
- Interest on subsequent payments is calculated on the lower balance, so each future interest charge is smaller.
- More of each future monthly payment goes to principal (since less is needed for interest).
- The loan reaches zero earlier — saving the months that would otherwise have been at the end of the schedule.
See our extra payment guide for worked examples showing how small extra payments compound into large interest savings.
How to use an amortization schedule for decisions
Beyond satisfying curiosity, a schedule helps with concrete decisions:
- "How much equity will I have in 5 years?" Look at the balance after 60 payments. The difference between the original loan and that balance is the equity you've built through principal payments (separate from price appreciation).
- "What will I owe if I sell in 10 years?" Look at the balance after 120 payments. That tells you the payoff amount you'd need to clear at closing.
- "How much will I save by paying extra?" Compare cumulative interest in the original schedule vs the extra-payment schedule.
- "Should I refinance?" Look at where you are in the schedule. Early in the loan (when you're paying mostly interest), refinancing to a lower rate has a bigger impact. Late in the loan, you're paying mostly principal anyway and refinancing helps less.
- "What's my tax-deductible interest this year?" Sum the interest column for 12 months. For US mortgages, this is typically reported on Form 1098 by the lender but you can sanity-check.
Why the monthly payment stays the same
The standard amortization formula is designed to produce a fixed monthly payment that pays off the loan exactly at the end of the term. The math works backward — given a starting balance, rate, and term, the formula solves for the monthly payment that makes the final balance zero.
Variable-rate loans use a similar approach but recalculate the payment when the rate changes. Interest-only loans skip principal during the interest-only period — but eventually have to amortize the balance over a shorter remaining term.
Common schedule misconceptions
- "My early payments are mostly interest because the lender front-loads interest." Not quite. The lender is not "front-loading" anything. Interest is high at the start because the balance is high. The math falls out naturally from the formula.
- "If I make half the payments, I've paid off half the loan." No. On a 30-year mortgage, after 180 payments (half the term), you've typically paid off only about 30% of the principal.
- "Extra payments just go to interest." They should go to principal if you tell the lender that. See the extra payment guide for instructions on how to ensure that.
- "The schedule guarantees what I'll pay." Variable-rate loans, escrow adjustments, late fees, and refinancing can all change the schedule. The original schedule is a starting reference, not a contract.
Why export the schedule to CSV
A 30-year mortgage has 360 rows. Reading them on a web page is impractical. Exporting to CSV lets you:
- Open the schedule in Excel, Google Sheets, or Numbers for filtering and analysis
- Compare two scenarios side by side
- Plot the principal/interest split over time
- Calculate cumulative interest for tax planning
- Archive a snapshot of your loan terms for your own records
Get Loan Calc's on-page preview shows the first year for readability. The CSV export contains every row of the full schedule.
Frequently asked questions
Why is so much of my early mortgage payment interest?
Interest is calculated on the remaining balance. In the first month of a 30-year mortgage, the balance is at its maximum, so interest is at its maximum. As the balance falls over time, the interest portion of each payment falls too.
Does the lender calculate interest differently than this calculator?
For standard fixed-rate amortizing loans, the math is the same industry-wide. Small differences can arise from rounding conventions, payment posting dates, or daily-interest vs monthly-interest accrual methods. The schedule from this calculator should match a lender schedule to within a few dollars on each row.
What is "negative amortization"?
Negative amortization is when the monthly payment is less than the interest charged, so the balance grows over time instead of shrinking. This used to be common on certain adjustable-rate mortgages and some payment-option loans. Most modern loans require fully amortizing payments.
Can I get an amortization schedule for an interest-only loan?
Yes, but the structure is different. During the interest-only period, every payment is interest and the balance stays the same. After the interest-only period ends, the loan converts to a regular amortization schedule for the remaining term — typically with a much higher payment because the full principal must be repaid over a shorter time. This calculator currently models fully amortizing loans only.
Do extra payments change the monthly payment or the term?
By default, extra payments shorten the term — the monthly payment stays the same, but the loan ends sooner. To lower the monthly payment after a large extra payment, you would need to ask your lender to recast the loan, which recalculates the monthly payment based on the new balance and the original term.