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Amortization Schedule Calculator

An amortization schedule shows what every payment actually does — how much clears interest, how much clears the debt, and how the balance falls. Enter any loan to see the whole path, summarized year by year.

Your numbers

$
% / year
%
years

Result

Monthly payment
$1,473.43
Total interest
$280,433.38
Total paid
$530,433.38
Year-by-year: interest paid, principal paid and the balance left
YearInterest paidPrincipal paidBalance
1$14,518.88$3,162.23$246,837.77
2$14,329.15$3,351.96$243,485.81
3$14,128.03$3,553.08$239,932.73
4$13,914.85$3,766.26$236,166.47
5$13,688.87$3,992.24$232,174.23
6$13,449.34$4,231.77$227,942.45
7$13,195.43$4,485.68$223,456.77
8$12,926.29$4,754.82$218,701.95
9$12,641.00$5,040.11$213,661.84
10$12,338.60$5,342.52$208,319.32
11$12,018.04$5,663.07$202,656.25
12$11,678.26$6,002.85$196,653.40
13$11,318.09$6,363.02$190,290.38
14$10,936.31$6,744.81$183,545.57
15$10,531.62$7,149.49$176,396.08
16$10,102.65$7,578.46$168,817.62
17$9,647.94$8,033.17$160,784.45
18$9,165.95$8,515.16$152,269.28
19$8,655.04$9,026.07$143,243.21
20$8,113.48$9,567.64$133,675.58
21$7,539.42$10,141.69$123,533.89
22$6,930.92$10,750.19$112,783.69
23$6,285.91$11,395.21$101,388.48
24$5,602.19$12,078.92$89,309.56
25$4,877.46$12,803.65$76,505.91
26$4,109.24$13,571.87$62,934.04
27$3,294.93$14,386.19$48,547.85
28$2,431.76$15,249.36$33,298.50
29$1,516.79$16,164.32$17,134.18
30$546.94$17,134.18$0.00
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What amortization means

To amortize a loan is to pay it off in equal installments, each one part interest and part principal. Interest is charged on the outstanding balance, so early on — when you owe the most — the interest slice is largest and the principal slice is small. As the balance falls, the mix tilts toward principal. The payment stays flat; only the split moves.

Reading the year-by-year table

Each row sums a year of payments: total interest paid, total principal cleared, and the balance still owed at year end. On a long loan the first years are sobering — most of what you pay is interest — and the crossover to "mostly principal" comes surprisingly late. The chart traces the balance so you can see the curve bend.

Why overpaying early works

Any extra amount applied to the principal early removes every future interest charge that principal would have carried. Because early balances are high, an extra payment in year one does far more than the same amount in year twenty. That is the whole logic behind biweekly payments and lump-sum overpayments.

Informational and educational result. Not a substitute for professional advice.

Frequently asked questions

Sources

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