Amortization calculator

Early payments on a loan are mostly interest, and later ones are mostly principal. Enter a loan to see the full schedule, and add an extra monthly payment to see how much sooner it ends.

Your answer

Monthly payment$1,580.17
Total interest$318,861.22
Total paid$568,861.22
Principal and interest paid each year
  • Principal
  • Interest
Show the numbers
Principal and interest paid each year
YearPrincipalInterest
1$2,794.31$16,167.73
2$2,981.45$15,980.59
3$3,181.13$15,780.91
4$3,394.17$15,567.87
5$3,621.49$15,340.55
6$3,864.03$15,098.02
7$4,122.81$14,839.23
8$4,398.92$14,563.12
9$4,693.52$14,268.52
10$5,007.86$13,954.18
11$5,343.24$13,618.80
12$5,701.09$13,260.95
13$6,082.90$12,879.14
14$6,490.28$12,471.76
15$6,924.95$12,037.09
16$7,388.73$11,573.31
17$7,883.56$11,078.48
18$8,411.54$10,550.50
19$8,974.88$9,987.16
20$9,575.94$9,386.10
21$10,217.26$8,744.78
22$10,901.53$8,060.51
23$11,631.62$7,330.42
24$12,410.61$6,551.43
25$13,241.78$5,720.26
26$14,128.60$4,833.44
27$15,074.82$3,887.22
28$16,084.41$2,877.63
29$17,161.61$1,800.43
30$18,310.96$651.08
Balance and total interest over time
  • Balance left
  • Interest paid so far
Show the numbers
Balance and total interest over time
YearBalance leftInterest paid so far
0$250,000.00$0.00
1$247,205.69$16,167.73
2$244,224.23$32,148.31
3$241,043.10$47,929.23
4$237,648.93$63,497.09
5$234,027.44$78,837.65
6$230,163.42$93,935.66
7$226,040.61$108,774.90
8$221,641.69$123,338.02
9$216,948.17$137,606.54
10$211,940.32$151,560.72
11$206,597.07$165,179.52
12$200,895.99$178,440.48
13$194,813.09$191,319.62
14$188,322.80$203,791.37
15$181,397.85$215,828.46
16$174,009.13$227,401.78
17$166,125.56$238,480.26
18$157,714.02$249,030.76
19$148,739.15$259,017.92
20$139,163.21$268,404.02
21$128,945.95$277,148.80
22$118,044.42$285,209.32
23$106,412.80$292,539.73
24$94,002.18$299,091.16
25$80,760.41$304,811.42
26$66,631.80$309,644.86
27$51,556.98$313,532.08
28$35,472.57$316,409.71
29$18,310.96$318,210.14
30$0.00$318,861.22
  • Paid off in 30 years.
Schedule by year
YearInterestPrincipalBalance at year end
1$16,167.73$2,794.31$247,205.69
2$15,980.59$2,981.45$244,224.23
3$15,780.91$3,181.13$241,043.10
4$15,567.87$3,394.17$237,648.93
5$15,340.55$3,621.49$234,027.44
6$15,098.02$3,864.03$230,163.42
7$14,839.23$4,122.81$226,040.61
8$14,563.12$4,398.92$221,641.69
9$14,268.52$4,693.52$216,948.17
10$13,954.18$5,007.86$211,940.32
11$13,618.80$5,343.24$206,597.07
12$13,260.95$5,701.09$200,895.99
13$12,879.14$6,082.90$194,813.09
14$12,471.76$6,490.28$188,322.80
15$12,037.09$6,924.95$181,397.85
16$11,573.31$7,388.73$174,009.13
17$11,078.48$7,883.56$166,125.56
18$10,550.50$8,411.54$157,714.02
19$9,987.16$8,974.88$148,739.15
20$9,386.10$9,575.94$139,163.21
21$8,744.78$10,217.26$128,945.95
22$8,060.51$10,901.53$118,044.42
23$7,330.42$11,631.62$106,412.80
24$6,551.43$12,410.61$94,002.18
25$5,720.26$13,241.78$80,760.41
26$4,833.44$14,128.60$66,631.80
27$3,887.22$15,074.82$51,556.98
28$2,877.63$16,084.41$35,472.57
29$1,800.43$17,161.61$18,310.96
30$651.08$18,310.96$0.00

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How we worked it out

Updated as you change the numbers.

  1. Payment = loan × r ÷ (1 − (1 + r)^−n), with r = 0.5417% a month and n = 360 = $1,580.17.
  2. Each month, interest = balance × r, and the rest of the payment reduces the balance.

Method and assumptions

The standard fixed-rate formula, with interest worked out monthly on the remaining balance. Extra payments go straight to principal.

Questions

What is the payment on a $250,000 loan at 6.5% for 30 years?

$1,580.17 a month, with $318,861.58 of interest over the full term.

Sources

Method and figures checked on October 31, 2026. Every worked answer on this page is covered by an automated test. Found a mistake? Tell us.

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