Mortgage Amortization Calculator

Generate a full yearly amortization schedule comparison. Contrast a standard payoff timeline side-by-side with an accelerated extra-payment schedule.

Last updated: July 2026 • Verified Calculations

Loan Details

$320,000
$
6.25%
%
30 Years
Yrs
$150
$

Accelerated Savings

Interest Saved$0Money kept in your wallet
Time Saved0 YearsAdd extra payments to see time saved
Wealth Horizon Opportunity
$0

Redirecting your saved monthly payments ($0/mo) for the 0 years you saved at a 7% annual return accumulates this wealth.

Standard Payment
$0
New Payment
$0
Original Payoff Schedule
Accelerated Schedule
Original Payoff Period
30 Years
Accelerated Payoff Period
23.8 Years
Original Total Interest
$0
Accelerated Total Interest
$0
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Analyze Your Mortgage Amortization Schedule

Our Mortgage Amortization Calculator builds a complete monthly or yearly schedule of your home loan, visualizing exactly how your monthly payment is split between the lender's interest fee and your actual principal reduction. By adjusting the inputs and adding an extra monthly payment, you can see how the entire table shifts to save you interest and pay off the mortgage years ahead of schedule.

How Mortgage Amortization Splits Work

For standard fixed-rate mortgages, the total monthly payment remains constant, but the proportion of your payment going to principal versus interest changes with every payment. In the early months of the loan, the principal balance is at its highest, meaning the monthly interest charge is also at its peak.

As you make payments and reduce the principal, the interest charge shrinks, allowing a larger portion of your fixed payment to go toward the principal. When you add an extra payment, that amount is applied entirely to the principal, accelerating the schedule. For details on how mortgage amortization operates under federal regulations, check the Consumer Financial Protection Bureau (CFPB) guidelines.

Worked Numerical Example

Let's look at an amortization comparison for a $320,000 mortgage at a 6.25% interest rate over a 30-year term, with an extra payment of $150/month:

Payoff OptionMonthly PaymentTotal Interest PaidTotal Cost of LoanPayoff Timeline
Standard Schedule$1,970.43$389,353.12$709,353.1230.0 Years
Accelerating Amortization$2,120.43$298,122.12$618,122.1224.8 Years
Total Savings+$150.00 / month$91,231.00 Saved$91,231.00 Saved5.2 Years Saved

When to Use This vs. Our Other Calculators

To analyze your loan schedule or structure payments effectively:

Important Disclaimer: Amortization schedules are mathematical estimates based on a constant interest rate. Actual payments, daily interest calculations, escrow modifications, or compound changes will affect your actual schedule. Consult your mortgage broker or lender for exact figures.
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Understanding Extra-Payment Payoff Math

What is a mortgage amortization schedule?+

A mortgage amortization schedule is a table showing each monthly payment, the interest charged, the principal paid, and the remaining loan balance over the life of the loan.

How does adding extra principal change my amortization schedule?+

Adding extra principal recalculates the schedule by reducing the balance faster. The loan term is shortened, and the interest column is significantly reduced.

What is the difference between principal and interest payments?+

Standard payments are split: interest covers the cost of borrowing based on the remaining balance, and principal reduces the balance itself. Extra payments bypass this split, going 100% to principal.

Should I pay off my mortgage early or invest?+

This depends on your mortgage interest rate. Paying off a 6% mortgage yields a guaranteed 6% tax-free return on your money. If your rate is very low (e.g. 3%), you might earn more by investing in index funds.

How does bi-weekly mortgage payment compare to extra monthly principal?+

Making bi-weekly payments results in 13 full payments per year instead of 12. This achieves the same result as adding 1/12th of your standard payment as an extra principal payment every month.

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