Amortization Calculator

Calculate loan amortization schedules showing monthly payment breakdown of principal, interest, extra payments, and remaining balance over time.

$
%
yrs
$
Monthly Payment
$1,580.17
Principal + interest only
Total of Payments
$568,861.22
Over full original term
Total Interest
$318,861.22
Without extra payments
Total Interest (w/ Extra)
$318,861.22
With extra monthly payments
Interest Saved
$0.00
By making extra payments
Months Saved
0 months
Payoff in 360 mo vs 360 mo

Principal vs Interest

Principal 43.9%
Interest 56.1%

Amortization Schedule

#PaymentPrincipalInterestExtraBalance
1$1,580.17$226.00$1,354.17$0.00$249,774.00
2$1,580.17$227.23$1,352.94$0.00$249,546.77
3$1,580.17$228.46$1,351.71$0.00$249,318.31
4$1,580.17$229.70$1,350.47$0.00$249,088.61
5$1,580.17$230.94$1,349.23$0.00$248,857.67
6$1,580.17$232.19$1,347.98$0.00$248,625.48
7$1,580.17$233.45$1,346.72$0.00$248,392.04
8$1,580.17$234.71$1,345.46$0.00$248,157.32
9$1,580.17$235.98$1,344.19$0.00$247,921.34
10$1,580.17$237.26$1,342.91$0.00$247,684.07
11$1,580.17$238.55$1,341.62$0.00$247,445.53
12$1,580.17$239.84$1,340.33$0.00$247,205.69
13$1,580.17$241.14$1,339.03$0.00$246,964.55
14$1,580.17$242.45$1,337.72$0.00$246,722.10
15$1,580.17$243.76$1,336.41$0.00$246,478.34
16$1,580.17$245.08$1,335.09$0.00$246,233.26
17$1,580.17$246.41$1,333.76$0.00$245,986.86
18$1,580.17$247.74$1,332.43$0.00$245,739.12
19$1,580.17$249.08$1,331.09$0.00$245,490.03
20$1,580.17$250.43$1,329.74$0.00$245,239.60
21$1,580.17$251.79$1,328.38$0.00$244,987.81
22$1,580.17$253.15$1,327.02$0.00$244,734.66
23$1,580.17$254.52$1,325.65$0.00$244,480.13
24$1,580.17$255.90$1,324.27$0.00$244,224.23
355$1,580.17$1,529.77$50.40$0.00$7,774.07
356$1,580.17$1,538.06$42.11$0.00$6,236.01
357$1,580.17$1,546.39$33.78$0.00$4,689.61
358$1,580.17$1,554.77$25.40$0.00$3,134.85
359$1,580.17$1,563.19$16.98$0.00$1,571.66
360$1,580.17$1,571.66$8.51$0.00$0.00

Showing first 24 and last 6 of 360 payments.

Planning notes, formulas, and examples

About the Amortization Calculator

An amortization calculator breaks down every payment over the life of a loan into principal and interest portions. This visibility is crucial for understanding where your money goes each month โ€” early payments are mostly interest, while later payments chip away at principal.

Understanding amortization helps you make smarter borrowing decisions. By seeing the full schedule, you can evaluate whether making extra payments, refinancing, or choosing a shorter term will save you significant money. Even small extra payments early in a loan's life can shorten the term by years and save tens of thousands in interest.

This calculator generates a complete amortization schedule for any fixed-rate loan. Enter your loan amount, interest rate, and term to see every payment broken down. Add optional extra monthly payments to see how much interest you save and how many months you cut off the loan. The visual breakdown and detailed table give you full transparency into the true cost of borrowing.

When This Page Helps

Most borrowers only know their monthly payment โ€” they never see the breakdown. This calculator reveals how much of each payment goes to interest versus principal, the total interest cost, and the impact of extra payments on payoff timing. That helps you compare standard repayment with accelerated payoff strategies and see the real cost of the loan.

How to Use the Inputs

  1. Enter the total loan amount (principal).
  2. Set the annual interest rate.
  3. Choose the loan term in years.
  4. Optionally add extra monthly payments to see savings.
  5. Select a payment frequency and start date.
  6. Review the amortization schedule table for full payment details.
  7. Compare scenarios using the preset buttons.
Formula used
Monthly Payment M = P ร— [r(1+r)^n] / [(1+r)^n โˆ’ 1], where P = principal, r = monthly interest rate (annual rate / 12 / 100), n = total number of payments. Each payment splits: Interest = Balance ร— r, Principal = M โˆ’ Interest.

Example Calculation

Result: $1,580.17/month โ€” $318,860 total interest โ€” $568,860 total payments

A $250,000 loan at 6.5% for 30 years has a monthly payment of $1,580.17. Over 360 payments, you pay $568,860 total โ€” $318,860 of that is interest. Adding even $100/month in extra payments would save over $50,000 in interest and pay off the loan 5+ years early.

Tips & Best Practices

  • Extra payments early in the loan save the most interest because the balance is highest.
  • Even $50โ€“$100 extra per month can shave years off a 30-year mortgage.
  • Compare 15-year vs 30-year terms โ€” the shorter term has higher payments but dramatically less total interest.
  • Round up your payment to the next $100 โ€” the small extra goes directly to principal.
  • Refinancing to a lower rate resets the amortization schedule, so compare total remaining interest carefully.
  • Bi-weekly payments (26 half-payments/year) effectively make one extra monthly payment per year.

Understanding the Schedule

An amortization schedule shows how each payment is split between interest and principal from the first month to the last. Early payments lean heavily toward interest because the balance is highest, while later payments shift toward principal as the remaining balance falls.

What Extra Payments Change

Extra payments reduce the balance faster, which lowers the interest charged on future payments. Even modest extra amounts can shorten the term noticeably, especially when they are made early in the loan. This makes the schedule useful for comparing standard repayment against aggressive payoff plans.

Comparing Loan Structures

Fixed-rate amortizing loans are only one repayment style. Interest-only loans delay principal reduction, balloon loans leave a large final balance, and adjustable-rate loans can re-amortize when the rate changes. Use the schedule to see which structure fits your repayment plan and risk tolerance.

Sources & Methodology

Last updated:

Methodology

This worksheet applies the standard amortization formula for fixed-rate installment loans. It calculates a level payment from the principal, periodic interest rate, and term, then allocates each payment between interest and principal until the balance reaches zero.

Extra payments are applied directly to principal. The schedule is intended for repayment planning and scenario comparison, not lender disclosures or individualized credit advice.

Sources

  • Amortized loans (Consumer Financial Protection Bureau) โ€” Consumer explanation of amortized loan payments and how interest/principal split over time.
  • Installment loans (U.S. Securities and Exchange Commission) โ€” General installment-loan structure and repayment context.
  • Mortgage and loan basics (Federal Deposit Insurance Corporation) โ€” Consumer lending context for fixed-payment loans and amortization.

Frequently Asked Questions

  • Amortization is the process of spreading a loan into fixed payments over time. Each payment covers interest on the remaining balance plus a portion of principal. Early payments are mostly interest; later payments are mostly principal.