Amortization Schedule Calculator

Create a detailed amortization table showing each payment over the life of your loan.

When your first payment is due (defaults to next month)
Optional extra amount to pay toward principal each period

Loan Summary

Monthly Payment: $0.00
Total Principal: $0.00
Total Interest: $0.00
Total Payments: $0.00
Loan Payoff Date: January 2023
Number of Payments: 0
Loan Term: 0 years, 0 months

Payment Breakdown

Principal Balance Over Time

Complete Amortization Schedule

Payment # Payment Date Payment Amount Principal Interest Extra Payment Total Principal Remaining Balance

Understanding Amortization

What is Amortization?

Amortization refers to the process of paying off a debt (typically a loan or mortgage) through regular payments over time. An amortized loan has scheduled periodic payments that consist of both principal and interest. With each payment, the specific amount going toward principal and interest changes, even though the total payment usually remains the same.

How Amortization Works

In an amortized loan, the early payments are primarily interest, with a small portion going toward the principal. As you continue to make payments over time, a larger percentage of each payment goes toward the principal and less toward interest. This happens because the interest portion is calculated based on the outstanding principal, which decreases with each payment.

For example, in a 30-year fixed-rate mortgage:

  • During the first few years, over 70% of each payment might go toward interest
  • By the middle of the loan term, payments might be split more evenly between principal and interest
  • During the final years, over 85% of each payment typically goes toward principal

Reading an Amortization Schedule

An amortization schedule is a table that shows the breakdown of each payment over the life of the loan. For each payment period, the schedule typically shows:

  • Payment Number/Date: The sequential number and date of the payment
  • Payment Amount: The total amount paid in that period
  • Principal Portion: The amount that reduces your loan balance
  • Interest Portion: The cost of borrowing for that period
  • Remaining Balance: The outstanding loan amount after the payment

Benefits of Understanding Your Amortization Schedule

Knowing how your loan amortizes provides several advantages:

  • Financial Planning: See exactly how much you'll pay over the life of the loan
  • Equity Building: Understand how quickly you're building equity in a financed asset
  • Extra Payment Impact: Visualize how making additional principal payments can reduce your loan term and save on interest
  • Refinancing Decisions: Compare your current amortization with potential refinance options
  • Tax Planning: For loans with tax-deductible interest (like some mortgages), know how much interest you'll pay each year

The Impact of Extra Payments

Making additional payments toward the principal can significantly change your amortization schedule. When you pay extra on the principal:

  • You reduce the outstanding balance faster
  • Less interest accrues in future periods (since interest is calculated on a lower principal)
  • You can potentially pay off the loan earlier than scheduled
  • You may save thousands in interest over the life of the loan

Even relatively small additional principal payments, especially early in the loan term, can lead to substantial savings.

Common Types of Amortized Loans

  • Mortgages: Home loans typically amortized over 15-30 years
  • Auto Loans: Vehicle financing usually amortized over 3-7 years
  • Personal Loans: General-purpose loans often amortized over 1-5 years
  • Student Loans: Education financing with various amortization terms

Amortization vs. Other Loan Types

Not all loans are fully amortized. Other common loan structures include:

  • Interest-Only Loans: Payments cover only interest for a period, with the principal unchanged
  • Balloon Loans: Smaller payments with a large "balloon" payment due at the end
  • Negative Amortization Loans: Payments less than the interest due, causing the principal to increase
  • Adjustable-Rate Loans: Amortization schedule changes when the interest rate adjusts

Calculating Amortization

The mathematical formula for calculating the periodic payment on an amortized loan is:

P = r × PV / (1 - (1 + r)^-n)

Where:

  • P = Payment amount per period
  • r = Interest rate per period
  • PV = Present value (loan amount)
  • n = Total number of payments

Once the payment is determined, each payment's principal and interest portions can be calculated as:

  • Interest portion = Outstanding principal × Periodic interest rate
  • Principal portion = Payment amount - Interest portion

Frequently Asked Questions About Amortization

Why does so much of my early payments go to interest?

In the early stages of a loan, more of your payment goes toward interest because:

  1. The interest is calculated on the outstanding principal: At the beginning of the loan, your principal balance is at its highest. Since interest is calculated as a percentage of this balance, the interest portion of early payments is larger.
  2. Amortization is designed for even payments: To create a consistent payment amount over the life of the loan, lenders structure the amortization so that interest is paid first, while principal reduction accelerates over time.

This front-loading of interest ensures that lenders receive their return on investment even if borrowers refinance or pay off loans early. As you continue making payments, the principal balance decreases, resulting in less interest and more principal reduction with each payment.

How can I pay off my loan faster?

There are several effective strategies to accelerate your loan payoff:

  • Make extra principal payments: Any amount paid beyond the required payment goes directly toward reducing principal, which decreases future interest and shortens the loan term. Even small additional payments can make a significant difference over time.
  • Make biweekly payments: Instead of making 12 monthly payments, make half the monthly payment every two weeks. This results in 26 half-payments, or 13 full payments per year instead of 12.
  • Round up your payments: Round your payment up to the next $50 or $100 increment.
  • Apply windfalls to your loan: Use tax refunds, bonuses, or other unexpected income to make lump-sum payments toward principal.
  • Refinance to a shorter term: If interest rates are favorable, refinancing from a 30-year to a 15-year loan, for example, will increase your monthly payment but significantly reduce the total interest paid and time to payoff.

Before implementing these strategies, check that your loan doesn't have prepayment penalties and make sure any extra payments are properly applied to the principal.

Is it better to pay extra toward principal monthly or make lump-sum payments?

Both approaches help reduce your loan term and save on interest, but they have different advantages:

Monthly extra payments:

  • Creates a disciplined habit of paying extra
  • Reduces principal consistently, minimizing interest accrual
  • Fits more easily into monthly budgeting
  • May be more manageable for cash flow purposes

Lump-sum payments:

  • Makes a significant immediate impact on the principal balance
  • Good for utilizing windfalls like tax returns or bonuses
  • Provides flexibility for those with variable income
  • May be psychologically rewarding to see a large principal reduction at once

From a pure math perspective, it's slightly better to make extra payments as early as possible rather than waiting to make a lump sum later, since this reduces the principal sooner and therefore reduces the interest that accrues.

The best approach often depends on your personal financial situation and discipline. Many borrowers find success with a combined approach: making small additional payments monthly while also applying occasional lump sums when available.

How does an amortization schedule change with an adjustable-rate loan?

With an adjustable-rate mortgage (ARM) or other variable-rate loan, the amortization schedule changes whenever the interest rate adjusts:

  • Recalculation: When the rate changes, the lender recalculates the payment amount needed to pay off the remaining balance within the original loan term.
  • Payment changes: If the rate increases, your payment will increase; if it decreases, your payment will decrease (assuming the loan maintains the same payoff date).
  • Amortization shifts: A higher rate means more of each payment goes toward interest and less toward principal, potentially slowing equity building.
  • Multiple schedules: Over the life of the loan, you'll effectively have several different amortization schedules—one for each interest rate period.

This is why ARMs carry more uncertainty than fixed-rate loans. With a fixed-rate loan, you can create one amortization schedule that remains accurate for the entire loan term (assuming no extra payments). With an ARM, the future schedule beyond the initial fixed period is unknown until each rate adjustment occurs.

Some ARMs have "payment caps" that limit how much your payment can increase at each adjustment, even if the interest rate rises more. In such cases, negative amortization could occur if the payment isn't enough to cover all the interest due.

How do extra payments affect my amortization schedule?

Extra payments toward principal change your amortization schedule in several important ways:

  1. Reduced principal balance: Extra payments immediately reduce your outstanding principal.
  2. Lower interest costs: Since interest is calculated on the remaining principal, each extra payment reduces the interest charged in all future periods.
  3. Unchanged payment amount: Your required regular payment typically stays the same, but more of each future payment goes toward principal and less toward interest.
  4. Shortened loan term: The loan will be paid off earlier than originally scheduled, potentially by months or years depending on the size and frequency of extra payments.
  5. Equity builds faster: For mortgages and auto loans, you build equity in the asset more quickly.

For example, on a 30-year, $300,000 mortgage at 4% interest:

  • Regular payment: $1,432 monthly
  • Adding just $100 extra per month: Pays off about 4 years earlier and saves approximately $26,000 in interest
  • Adding $300 extra per month: Pays off about 9 years earlier and saves approximately $64,000 in interest

Note that some loans may have specific rules about how extra payments are applied. Always check with your lender to ensure extra payments are being applied to principal as intended, and verify there are no prepayment penalties.