Amortization Schedule Calculator

An amortization schedule is the month-by-month story of a loan: what you pay, how much of it is interest, how much reduces the debt, and what remains. Seeing it laid out explains why loans feel like they barely move in the early years.

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$
%
years
Monthly payment$2,247
Total interest$154,473
Interest in year 1$17,190
Principal in year 1$9,774
MonthPaymentInterestPrincipalBalance
1$2,247$1,458$789$249,211
2$2,247$1,454$793$248,418
3$2,247$1,449$798$247,620
4$2,247$1,444$803$246,817
5$2,247$1,440$807$246,010
6$2,247$1,435$812$245,198
7$2,247$1,430$817$244,381
8$2,247$1,426$822$243,560
9$2,247$1,421$826$242,733
10$2,247$1,416$831$241,902
11$2,247$1,411$836$241,066
12$2,247$1,406$841$240,226
13$2,247$1,401$846$239,380
14$2,247$1,396$851$238,529
15$2,247$1,391$856$237,673
16$2,247$1,386$861$236,813
17$2,247$1,381$866$235,947
18$2,247$1,376$871$235,076
19$2,247$1,371$876$234,201
20$2,247$1,366$881$233,320
21$2,247$1,361$886$232,434
22$2,247$1,356$891$231,542
23$2,247$1,351$896$230,646
24$2,247$1,345$902$229,744
25$2,247$1,340$907$228,838
26$2,247$1,335$912$227,925
27$2,247$1,330$918$227,008
28$2,247$1,324$923$226,085
29$2,247$1,319$928$225,157
30$2,247$1,313$934$224,223
31$2,247$1,308$939$223,284
32$2,247$1,302$945$222,339
33$2,247$1,297$950$221,389
34$2,247$1,291$956$220,434
35$2,247$1,286$961$219,472
36$2,247$1,280$967$218,506
37$2,247$1,275$972$217,533
38$2,247$1,269$978$216,555
39$2,247$1,263$984$215,571
40$2,247$1,257$990$214,582
41$2,247$1,252$995$213,586
42$2,247$1,246$1,001$212,585
43$2,247$1,240$1,007$211,578
44$2,247$1,234$1,013$210,565
45$2,247$1,228$1,019$209,547
46$2,247$1,222$1,025$208,522
47$2,247$1,216$1,031$207,491
48$2,247$1,210$1,037$206,454
49$2,247$1,204$1,043$205,412
50$2,247$1,198$1,049$204,363
51$2,247$1,192$1,055$203,308
52$2,247$1,186$1,061$202,247
53$2,247$1,180$1,067$201,179
54$2,247$1,174$1,074$200,106
55$2,247$1,167$1,080$199,026
56$2,247$1,161$1,086$197,940
57$2,247$1,155$1,092$196,848
58$2,247$1,148$1,099$195,749
59$2,247$1,142$1,105$194,644
60$2,247$1,135$1,112$193,532
61$2,247$1,129$1,118$192,414
62$2,247$1,122$1,125$191,289
63$2,247$1,116$1,131$190,158
64$2,247$1,109$1,138$189,020
65$2,247$1,103$1,144$187,876
66$2,247$1,096$1,151$186,725
67$2,247$1,089$1,158$185,567
68$2,247$1,082$1,165$184,402
69$2,247$1,076$1,171$183,231
70$2,247$1,069$1,178$182,053
71$2,247$1,062$1,185$180,867
72$2,247$1,055$1,192$179,675
73$2,247$1,048$1,199$178,476
74$2,247$1,041$1,206$177,271
75$2,247$1,034$1,213$176,058
76$2,247$1,027$1,220$174,837
77$2,247$1,020$1,227$173,610
78$2,247$1,013$1,234$172,376
79$2,247$1,006$1,242$171,134
80$2,247$998$1,249$169,886
81$2,247$991$1,256$168,630
82$2,247$984$1,263$167,366
83$2,247$976$1,271$166,095
84$2,247$969$1,278$164,817
85$2,247$961$1,286$163,532
86$2,247$954$1,293$162,238
87$2,247$946$1,301$160,938
88$2,247$939$1,308$159,629
89$2,247$931$1,316$158,314
90$2,247$923$1,324$156,990
91$2,247$916$1,331$155,659
92$2,247$908$1,339$154,320
93$2,247$900$1,347$152,973
94$2,247$892$1,355$151,618
95$2,247$884$1,363$150,255
96$2,247$876$1,371$148,885
97$2,247$868$1,379$147,506
98$2,247$860$1,387$146,120
99$2,247$852$1,395$144,725
100$2,247$844$1,403$143,322
101$2,247$836$1,411$141,911
102$2,247$828$1,419$140,492
103$2,247$820$1,428$139,064
104$2,247$811$1,436$137,628
105$2,247$803$1,444$136,184
106$2,247$794$1,453$134,731
107$2,247$786$1,461$133,270
108$2,247$777$1,470$131,801
109$2,247$769$1,478$130,322
110$2,247$760$1,487$128,836
111$2,247$752$1,496$127,340
112$2,247$743$1,504$125,836
113$2,247$734$1,513$124,323
114$2,247$725$1,522$122,801
115$2,247$716$1,531$121,270
116$2,247$707$1,540$119,731
117$2,247$698$1,549$118,182
118$2,247$689$1,558$116,624
119$2,247$680$1,567$115,057
120$2,247$671$1,576$113,482
121$2,247$662$1,585$111,896
122$2,247$653$1,594$110,302
123$2,247$643$1,604$108,698
124$2,247$634$1,613$107,085
125$2,247$625$1,622$105,463
126$2,247$615$1,632$103,831
127$2,247$606$1,641$102,190
128$2,247$596$1,651$100,539
129$2,247$586$1,661$98,878
130$2,247$577$1,670$97,208
131$2,247$567$1,680$95,528
132$2,247$557$1,690$93,838
133$2,247$547$1,700$92,138
134$2,247$537$1,710$90,429
135$2,247$528$1,720$88,709
136$2,247$517$1,730$86,980
137$2,247$507$1,740$85,240
138$2,247$497$1,750$83,490
139$2,247$487$1,760$81,730
140$2,247$477$1,770$79,960
141$2,247$466$1,781$78,179
142$2,247$456$1,791$76,388
143$2,247$446$1,801$74,587
144$2,247$435$1,812$72,775
145$2,247$425$1,823$70,952
146$2,247$414$1,833$69,119
147$2,247$403$1,844$67,275
148$2,247$392$1,855$65,420
149$2,247$382$1,865$63,555
150$2,247$371$1,876$61,679
151$2,247$360$1,887$59,791
152$2,247$349$1,898$57,893
153$2,247$338$1,909$55,984
154$2,247$327$1,920$54,063
155$2,247$315$1,932$52,132
156$2,247$304$1,943$50,189
157$2,247$293$1,954$48,234
158$2,247$281$1,966$46,269
159$2,247$270$1,977$44,291
160$2,247$258$1,989$42,303
161$2,247$247$2,000$40,302
162$2,247$235$2,012$38,290
163$2,247$223$2,024$36,267
164$2,247$212$2,036$34,231
165$2,247$200$2,047$32,184
166$2,247$188$2,059$30,124
167$2,247$176$2,071$28,053
168$2,247$164$2,083$25,970
169$2,247$151$2,096$23,874
170$2,247$139$2,108$21,766
171$2,247$127$2,120$19,646
172$2,247$115$2,132$17,514
173$2,247$102$2,145$15,369
174$2,247$90$2,157$13,211
175$2,247$77$2,170$11,041
176$2,247$64$2,183$8,859
177$2,247$52$2,195$6,663
178$2,247$39$2,208$4,455
179$2,247$26$2,221$2,234
180$2,247$13$2,234$0

Why early payments barely dent the balance

Interest is charged on the outstanding balance, which is largest at the start. On a 250,000 loan at 7% over 15 years, the first month's interest is about 1,458 out of a payment near 2,247, so barely a third reduces the debt.

By the final year that reverses almost completely, with nearly the entire payment going to principal. The schedule below shows exactly where your crossover point falls.

What to do with this information

Two practical uses. First, any prepayment made early removes principal that would otherwise generate interest for the entire remaining term, so early extra payments are worth far more than late ones. Second, if you plan to sell or refinance in a few years, the schedule tells you how little equity you will actually have built.

Frequently asked questions

Why does the schedule cap at 360 months?

Thirty years covers virtually all consumer loans and keeps the table readable. Longer terms still calculate correctly in the summary figures.

Does this handle extra payments?

Not here. Use our loan prepayment calculator, which models extra monthly principal and shows the interest and time saved.

Why does my lender's schedule differ slightly?

Day-count conventions, payment dates and rounding rules vary between institutions. Differences should be small, typically a currency unit or two per month.

What is the crossover point?

The month when principal first exceeds interest within a single payment. On typical long loans it arrives around two thirds of the way through the term.

Can I use this for a car loan?

Yes. Any fixed-rate amortized loan works, including car, personal, education and business loans.

Does it include fees or insurance?

No. It models principal and interest only. Add processing fees and insurance separately when comparing real offers.