Amortization Calculator

Calculate your monthly loan payment and view a full amortization schedule showing interest, principal and balance, with optional extra payments.

Updated

Loan term
Monthly payment

$1,896.20

Total of 360 monthly payments
$682,633.47
Total interest
$382,633.47

Total cost breakdown

Principal: $300,000.00 (44%)Interest: $382,633.47 (56%)
  • Principal: $300,000.00 (44%)
  • Interest: $382,633.47 (56%)

Loan balance and cumulative payments

$0$341K$683KYear 0: Balance $300,000.00Year 1: Balance $296,646.82Year 2: Balance $293,069.08Year 3: Balance $289,251.73Year 4: Balance $285,178.72Year 5: Balance $280,832.93Year 6: Balance $276,196.10Year 7: Balance $271,248.73Year 8: Balance $265,970.03Year 9: Balance $260,337.81Year 10: Balance $254,328.38Year 11: Balance $247,916.49Year 12: Balance $241,075.18Year 13: Balance $233,775.70Year 14: Balance $225,987.36Year 15: Balance $217,677.42Year 16: Balance $208,810.95Year 17: Balance $199,350.68Year 18: Balance $189,256.83Year 19: Balance $178,486.98Year 20: Balance $166,995.85Year 21: Balance $154,735.14Year 22: Balance $141,653.30Year 23: Balance $127,695.36Year 24: Balance $112,802.62Year 25: Balance $96,912.49Year 26: Balance $79,958.16Year 27: Balance $61,868.38Year 28: Balance $42,567.08Year 29: Balance $21,973.15Year 30: Balance $0.00Year 0: Interest $0.00Year 1: Interest $19,401.27Year 2: Interest $38,577.98Year 3: Interest $57,515.07Year 4: Interest $76,196.51Year 5: Interest $94,605.18Year 6: Interest $112,722.79Year 7: Interest $130,529.88Year 8: Interest $148,005.62Year 9: Interest $165,127.85Year 10: Interest $181,872.87Year 11: Interest $198,215.43Year 12: Interest $214,128.57Year 13: Interest $229,583.54Year 14: Interest $244,549.65Year 15: Interest $258,994.16Year 16: Interest $272,882.13Year 17: Interest $286,176.31Year 18: Interest $298,836.91Year 19: Interest $310,821.50Year 20: Interest $322,084.82Year 21: Interest $332,578.56Year 22: Interest $342,251.18Year 23: Interest $351,047.68Year 24: Interest $358,909.39Year 25: Interest $365,773.71Year 26: Interest $371,573.83Year 27: Interest $376,238.50Year 28: Interest $379,691.65Year 29: Interest $381,852.17Year 30: Interest $382,633.47Year 0: Payment $0.00Year 1: Payment $22,754.45Year 2: Payment $45,508.90Year 3: Payment $68,263.35Year 4: Payment $91,017.80Year 5: Payment $113,772.24Year 6: Payment $136,526.69Year 7: Payment $159,281.14Year 8: Payment $182,035.59Year 9: Payment $204,790.04Year 10: Payment $227,544.49Year 11: Payment $250,298.94Year 12: Payment $273,053.39Year 13: Payment $295,807.83Year 14: Payment $318,562.28Year 15: Payment $341,316.73Year 16: Payment $364,071.18Year 17: Payment $386,825.63Year 18: Payment $409,580.08Year 19: Payment $432,334.53Year 20: Payment $455,088.98Year 21: Payment $477,843.43Year 22: Payment $500,597.87Year 23: Payment $523,352.32Year 24: Payment $546,106.77Year 25: Payment $568,861.22Year 26: Payment $591,615.67Year 27: Payment $614,370.12Year 28: Payment $637,124.57Year 29: Payment $659,879.02Year 30: Payment $682,633.47030 years
  • Balance
  • Interest
  • Payment

Amortization schedule

YearInterestPrincipalEnding balance
1$19,401.27$3,353.18$296,646.82
2$19,176.70$3,577.74$293,069.08
3$18,937.10$3,817.35$289,251.73
4$18,681.44$4,073.01$285,178.72
5$18,408.66$4,345.79$280,832.93
6$18,117.62$4,636.83$276,196.10
7$17,807.08$4,947.37$271,248.73
8$17,475.75$5,278.70$265,970.03
9$17,122.22$5,632.23$260,337.81
10$16,745.02$6,009.43$254,328.38
11$16,342.56$6,411.89$247,916.49
12$15,913.14$6,841.31$241,075.18
13$15,454.97$7,299.48$233,775.70
14$14,966.11$7,788.34$225,987.36
15$14,444.51$8,309.94$217,677.42
16$13,887.98$8,866.47$208,810.95
17$13,294.17$9,460.28$199,350.68
18$12,660.60$10,093.85$189,256.83
19$11,984.60$10,769.85$178,486.98
20$11,263.32$11,491.13$166,995.85
21$10,493.74$12,260.71$154,735.14
22$9,672.62$13,081.83$141,653.30
23$8,796.50$13,957.95$127,695.36
24$7,861.71$14,892.74$112,802.62
25$6,864.32$15,890.13$96,912.49
26$5,800.13$16,954.32$79,958.16
27$4,664.66$18,089.79$61,868.38
28$3,453.16$19,301.29$42,567.08
29$2,160.51$20,593.94$21,973.15
30$781.30$21,973.15$0.00

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What is loan amortization?

Amortization is paying off a loan with equal payments on a fixed schedule. Every payment covers the interest that built up since the last one, and the rest reduces the balance. Because interest is charged on what you still owe, early payments are mostly interest and later payments are mostly principal. An amortization schedule is the table that lists that split for each payment.

How this amortization calculator works

The loan amortization calculator assumes a fixed interest rate, monthly payments and monthly compounding. The payment comes from the standard formula, where P is the loan amount, r is the monthly rate (annual rate ÷ 12) and n is the number of monthly payments:

Monthly payment = P × r ÷ (1 − (1 + r)−n)

The amortization schedule then repeats three steps each month:

  1. Interest = balance at the start of the month × r
  2. Principal = monthly payment − interest
  3. Ending balance = starting balance − principal

For a $300,000 loan at 6.5% over 30 years, the payment is $1,896.20. The first payment is $1,625.00 of interest and $271.20 of principal. Over 360 payments the loan costs $682,633.47, of which $382,633.47 is interest. Switch the schedule between annual and monthly views to see totals per year or every payment.

Amortization schedule with extra payments

Turn on extra payments to add a recurring monthly amount, a yearly amount, or up to 11 one-time payments. Each extra payment goes straight to principal in the month it is made, which lowers the interest charged in every month after it and shortens the loan. The scheduled monthly payment stays the same.

A monthly extra applies from its start month onward. A yearly extra applies in its start month and every 12 months after. The results show the new payoff time, the total of extra payments and the interest saved compared with the original schedule. The total of monthly payments counts the scheduled payments only.

Frequently asked questions

Why is so much of my early payment interest?

Interest is charged on the outstanding balance, and the balance is highest at the start. As the balance falls, less of each payment is needed for interest and more goes to principal.

Can I use this for a mortgage, auto loan or personal loan?

Yes, for any fixed-rate loan repaid in equal monthly payments. The schedule covers principal and interest only, so it leaves out property tax, insurance, PMI and fees.

What do the dates in the schedule mean?

When extra payments are on, each row is labeled with a month counted from the loan start date, and the payoff date is the month after the final row. A one-time payment dated before the loan starts or after it is paid off is ignored.

Does a longer term cost more?

A longer term lowers the monthly payment but raises total interest, because the balance stays higher for longer.

Limitations

Results are estimates. Lenders may round each payment to the cent, count interest by the day, or charge prepayment penalties, so your statement can differ slightly. Adjustable-rate, interest-only and balloon loans do not follow this schedule.

What's changed
  • Launched.

References