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Amortization Schedule Calculator

Generate a full mortgage payment schedule — see every payment's principal & interest split, download as CSV

Quick Overview
Who Should Use This

Homeowners with an existing mortgage, buyers evaluating payoff strategies, and anyone making extra principal payments who wants to see the full impact.

Purpose

Generate a complete payment schedule showing how each payment splits between principal and interest, and model how extra payments reduce total interest and shorten your loan.

Example

$320K loan at 6.75% for 30 years — Month 1 pays $1,800 interest and just $276 principal. Adding $200/month extra saves $107K in interest and pays off 6.7 years early.

Loan Details

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Pro Tip: Even $100/month extra toward principal can cut years off your loan and save tens of thousands in interest. Use the extra payment field to see the full impact.

For educational purposes only. These results are estimates. Always verify with your lender for accurate rates, fees, and payment figures.

Loan Summary

Monthly Payment

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Principal & interest only

Total Interest Paid

$0

Over the life of the loan

PrincipalInterest
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Payment Breakdown

Loan Amount$0
Total Interest$0
Total Cost of Loan$0
Payoff Date

Amortization Schedule

How to Use

How to Use This Calculator

Get your full amortization schedule in 4 simple steps

1

Enter Loan Details

Input your loan amount, interest rate, and term. These come from your mortgage statement or loan estimate document.

2

Add Extra Payment

Optionally enter any extra monthly payment amount to instantly see how it reduces your total interest and payoff date.

3

Review Your Schedule

Switch between yearly and monthly views to analyze exactly how each payment splits between principal and interest.

4

Download CSV

Click "Download CSV" to export your full payment schedule to Excel or Google Sheets for budgeting and planning.

What Is an Amortization Schedule?

An amortization schedule is a complete table of every loan payment from start to finish. Each row shows one payment's date, total amount, how much reduces your principal balance, how much goes to interest charges, and the remaining balance after that payment.

For a fixed-rate mortgage, the monthly payment amount stays the same throughout the loan — but the split between principal and interest changes dramatically. In the early years, the vast majority of each payment covers interest. Over time, as the outstanding balance falls, less interest accrues and more of each payment chips away at principal.

The Front-Loading Effect

On a $320,000 loan at 6.75% for 30 years, Month 1 looks like this: Total payment $2,076 — of which $1,800 is interest and only $276 reduces your loan balance. By Month 300 (Year 25), the same $2,076 payment pays just $507 in interest and $1,569 toward principal. This shift is amortization in action.

Why Download Your Schedule?

The CSV export gives you a spreadsheet with every single month across your entire loan term. Use it to:

  • Track actual payments against the schedule
  • Calculate how much equity you have at any point
  • Plan the timing of extra principal payments
  • Compare refinance scenarios side-by-side
  • Share with a financial advisor or accountant

Why Amortization Matters for Your Finances

Understanding your amortization schedule helps you make smarter decisions throughout the life of your mortgage — from when to refinance to how much extra to pay each month.

Extra Payments Have Outsized Impact Early

Because interest is calculated on the outstanding balance, every extra dollar you pay toward principal in the early years saves far more than a dollar paid later. On a $320K loan at 6.75%, an extra $100/month in Year 1 saves roughly $2.50 in future interest. The same $100 extra paid in Year 20 saves only about $0.40.

15-Year vs. 30-Year: The Real Numbers

  • 30-year at 6.75%: $2,076/month — $427,000 total interest
  • 15-year at 6.00%: $2,700/month — $166,000 total interest
  • Difference: $624 more per month, but $261,000 less in total interest

Refinance Timing and Amortization

Your amortization schedule reveals the best window to refinance. In years 1–10, most of your payment is interest — so lowering your rate saves the most. After year 20, the majority of each payment is already principal, meaning a refinance resets this progress and often isn't worth the closing costs.

The Equity Crossover Point

At a 6.75% rate on a 30-year loan, the "crossover" — where more of each payment goes to principal than interest — happens around month 218 (year 18). Extra payments push this milestone earlier, accelerating wealth-building through home equity.

Amortization Insights

Key Concepts Every Borrower Should Know

How your mortgage payments work — and how to make them work harder for you

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Front-Loaded Interest

In Year 1 of a $320K loan at 6.75%, $21,400 goes to interest and only $4,000 to principal. By Year 25, it flips: $17,800 to principal and $3,200 to interest.

Extra Payment Power

Adding $200/month extra to a $320K, 30-year loan at 6.75% saves ~$98,000 in interest and pays off the loan 6 years early. Small additions compound massively.

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15 vs. 30-Year Cost

A $320K loan at 6.75%: 30-year costs $427K in interest. 15-year costs $166K. You save $261K — but monthly payment is $2,700 vs $2,076. Use the term selector to compare.

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Equity Crossover

The point where more of each payment goes to principal than interest. At 6.75% on a 30-year loan, this happens around year 18. Extra payments move it earlier.

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Export to Spreadsheet

Download your full schedule as a CSV file — open in Excel or Google Sheets to track payments, project equity, or model different payoff scenarios side by side.

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Refinance Timing

Refinancing makes the most sense in the first 10–15 years when interest dominates. After year 20, most of your payment is already building equity — the benefit shrinks.

Common Questions

Amortization Schedule FAQ

An amortization schedule is a complete table of every loan payment over the life of your mortgage:

Each row in the schedule shows:

  • Payment number or date — which month you're paying
  • Total payment amount — your fixed monthly payment
  • Principal portion — how much reduces your loan balance
  • Interest portion — the interest charge for that month
  • Remaining balance — what you still owe after this payment

Example: $320,000 at 6.75% for 30 years

  • Month 1: Payment $2,076 — Interest $1,800 — Principal $276 — Balance $319,724
  • Month 12: Payment $2,076 — Interest $1,784 — Principal $292 — Balance $316,559
  • Month 180 (Year 15): Payment $2,076 — Interest $1,341 — Principal $735 — Balance $237,892
  • Month 360 (Year 30): Payment $2,076 — Interest $12 — Principal $2,064 — Balance $0

This calculator generates both a yearly summary (grouped by year) and the full month-by-month table, which you can download as a CSV file for use in Excel or Google Sheets.

Each monthly payment is split between interest and principal using a simple formula:

  • Monthly interest = Remaining balance × (Annual rate ÷ 12)
  • Principal payment = Total payment − Interest portion
  • New balance = Old balance − Principal paid

Month 1 on a $320,000 loan at 6.75%:

  • Interest: $320,000 × (6.75% ÷ 12) = $1,800
  • Principal: $2,076 − $1,800 = $276
  • New balance: $319,724

Month 2:

  • Interest: $319,724 × (6.75% ÷ 12) = $1,798 (slightly less)
  • Principal: $2,076 − $1,798 = $278 (slightly more)

Each month, a tiny bit more goes to principal and less to interest. This continues for 360 months until the final payment is almost entirely principal. The total interest paid on this loan is $427,360 — more than the original $320,000 borrowed.

It's simple — just click the green "Download CSV" button in the Amortization Schedule section:

  1. Enter your loan amount, rate, and term above
  2. Click "Generate Amortization Schedule" (or it calculates automatically)
  3. Scroll to the Amortization Schedule section in the results
  4. Click the green Download CSV button
  5. A file called amortization-schedule.csv will download to your device

What's included in the CSV:

  • Every monthly payment (up to 360 rows for a 30-year loan)
  • Payment number, payment date (if entered), and total payment amount
  • Principal paid, interest paid, and remaining balance for each month
  • Cumulative interest paid to date

How to use the CSV:

  • Open in Microsoft Excel, Google Sheets, or Apple Numbers
  • Track your actual payments against the schedule
  • Add your own columns for property taxes, insurance, or extra payments
  • Share with a financial advisor, accountant, or co-borrower

Extra payments have a dramatic compounding effect, especially in the early years:

$320,000 loan at 6.75%, 30 years (base payment: $2,076/month):

Extra $100/month:

  • Payoff: 26.2 years (3.8 years early)
  • Interest saved: ~$59,000

Extra $200/month:

  • Payoff: 23.3 years (6.7 years early)
  • Interest saved: ~$107,000

Extra $500/month:

  • Payoff: 18.4 years (11.6 years early)
  • Interest saved: ~$202,000

Extra $1,000/month:

  • Payoff: 13.4 years (16.6 years early)
  • Interest saved: ~$274,000

Why early extra payments save the most:

  • $1 extra in Year 1 saves approximately $2.40 in future interest
  • $1 extra in Year 20 saves only about $0.40
  • Early payments reduce the balance that accrues interest for decades

Enter any extra payment amount in this calculator to see the precise savings on your specific loan.

Full comparison on a $320,000 loan:

30-year at 6.75%:

  • Monthly payment: $2,076
  • Total interest: $427,000
  • Total paid: $747,000

15-year at 6.00% (15-yr rates are typically 0.5–0.75% lower):

  • Monthly payment: $2,700
  • Total interest: $166,000
  • Total paid: $486,000
  • Interest saved: $261,000

Choose 15-year if:

  • The higher payment is under 25% of gross income
  • You have a 6-month emergency fund
  • You have no high-interest debt
  • You want to build equity fast and retire debt-free sooner

Choose 30-year if:

  • You need lower required monthly payments for flexibility
  • You plan to invest the payment difference (need 7%+ returns to beat it)
  • You have uncertain income or high other expenses

The compromise strategy: Get a 30-year mortgage but make 15-year-sized payments voluntarily. You get the security of a lower required payment but still pay off in roughly 15 years — and can reduce payments if finances tighten.

Refinancing resets your amortization clock — timing is everything:

Best time: Years 1–10

  • You're paying mostly interest anyway — a lower rate saves the most
  • Closing costs break even faster (usually 1–3 years)
  • Remaining loan term is long, maximizing savings

Still worth it: Years 10–20

  • Refinance to a shorter term, not back to 30 years
  • Example: At year 10 with 20 years left, refinance into a 15-year, not a new 30-year
  • Rate drop should be at least 1% to justify closing costs

Rarely makes sense: Years 20+

  • Most of each payment is already principal — little interest left to save
  • Closing costs ($3K–$8K) likely exceed remaining interest savings
  • You're in the home stretch — keep going

The refinance rule of thumb:

  • Monthly savings × Months you'll stay = Total savings
  • Total savings must exceed closing costs
  • Example: Save $200/month, closing costs $5,000 — break even in 25 months
  • If staying 3+ more years: refinance probably makes sense

Critical mistake to avoid: Refinancing Year 10 of a 30-year into a new 30-year. You had 20 years left, now you have 30. Monthly payment drops, but you pay far more total interest. Always refinance to a term no longer than your remaining balance.

The equity crossover is when more of each payment goes to principal than to interest.

On a 30-year loan at 6.75%, this happens around Month 218 — Year 18. For the first 17+ years, interest receives the larger share of every payment. After Year 18, principal gets more.

Why it matters:

  • Before crossover: You're mostly renting money from the bank
  • After crossover: You're rapidly building equity in your home
  • Refinancing before crossover has less impact on equity-building pace

How extra payments move the crossover earlier:

  • $100/month extra → crossover at approximately Month 196 (Year 16)
  • $200/month extra → crossover at approximately Month 178 (Year 15)
  • $500/month extra → crossover at approximately Month 144 (Year 12)

Check the monthly schedule in this calculator to find the exact month where the Principal column first exceeds the Interest column for your specific loan.