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Amortization schedule calculator

Full month-by-month amortization schedule with the interest/principal split, running balance, and one-click CSV export.

Monthly payment (principal & interest)

$1,896.20

Total interest over 360 payments
$382,636.71
Total paid
$682,636.71
Final (adjusted) payment
$1,900.91

Full schedule, month by month

Year 1 — ending balance $296,646.88
MonthInterestPrincipalBalance
1$1,625.00$271.20$299,728.80
2$1,623.53$272.67$299,456.13
3$1,622.05$274.15$299,181.98
4$1,620.57$275.63$298,906.35
5$1,619.08$277.12$298,629.23
6$1,617.57$278.63$298,350.60
7$1,616.07$280.13$298,070.47
8$1,614.55$281.65$297,788.82
9$1,613.02$283.18$297,505.64
10$1,611.49$284.71$297,220.93
11$1,609.95$286.25$296,934.68
12$1,608.40$287.80$296,646.88
Year 2 — ending balance $293,069.20
MonthInterestPrincipalBalance
13$1,606.84$289.36$296,357.52
14$1,605.27$290.93$296,066.59
15$1,603.69$292.51$295,774.08
16$1,602.11$294.09$295,479.99
17$1,600.52$295.68$295,184.31
18$1,598.92$297.28$294,887.03
19$1,597.30$298.90$294,588.13
20$1,595.69$300.51$294,287.62
21$1,594.06$302.14$293,985.48
22$1,592.42$303.78$293,681.70
23$1,590.78$305.42$293,376.28
24$1,589.12$307.08$293,069.20
Year 3 — ending balance $289,251.91
MonthInterestPrincipalBalance
25$1,587.46$308.74$292,760.46
26$1,585.79$310.41$292,450.05
27$1,584.10$312.10$292,137.95
28$1,582.41$313.79$291,824.16
29$1,580.71$315.49$291,508.67
30$1,579.01$317.19$291,191.48
31$1,577.29$318.91$290,872.57
32$1,575.56$320.64$290,551.93
33$1,573.82$322.38$290,229.55
34$1,572.08$324.12$289,905.43
35$1,570.32$325.88$289,579.55
36$1,568.56$327.64$289,251.91
Year 4 — ending balance $285,178.97
MonthInterestPrincipalBalance
37$1,566.78$329.42$288,922.49
38$1,565.00$331.20$288,591.29
39$1,563.20$333.00$288,258.29
40$1,561.40$334.80$287,923.49
41$1,559.59$336.61$287,586.88
42$1,557.76$338.44$287,248.44
43$1,555.93$340.27$286,908.17
44$1,554.09$342.11$286,566.06
45$1,552.23$343.97$286,222.09
46$1,550.37$345.83$285,876.26
47$1,548.50$347.70$285,528.56
48$1,546.61$349.59$285,178.97
Year 5 — ending balance $280,833.26
MonthInterestPrincipalBalance
49$1,544.72$351.48$284,827.49
50$1,542.82$353.38$284,474.11
51$1,540.90$355.30$284,118.81
52$1,538.98$357.22$283,761.59
53$1,537.04$359.16$283,402.43
54$1,535.10$361.10$283,041.33
55$1,533.14$363.06$282,678.27
56$1,531.17$365.03$282,313.24
57$1,529.20$367.00$281,946.24
58$1,527.21$368.99$281,577.25
59$1,525.21$370.99$281,206.26
60$1,523.20$373.00$280,833.26
Year 6 — ending balance $276,196.51
MonthInterestPrincipalBalance
61$1,521.18$375.02$280,458.24
62$1,519.15$377.05$280,081.19
63$1,517.11$379.09$279,702.10
64$1,515.05$381.15$279,320.95
65$1,512.99$383.21$278,937.74
66$1,510.91$385.29$278,552.45
67$1,508.83$387.37$278,165.08
68$1,506.73$389.47$277,775.61
69$1,504.62$391.58$277,384.03
70$1,502.50$393.70$276,990.33
71$1,500.36$395.84$276,594.49
72$1,498.22$397.98$276,196.51
Year 7 — ending balance $271,249.21
MonthInterestPrincipalBalance
73$1,496.06$400.14$275,796.37
74$1,493.90$402.30$275,394.07
75$1,491.72$404.48$274,989.59
76$1,489.53$406.67$274,582.92
77$1,487.32$408.88$274,174.04
78$1,485.11$411.09$273,762.95
79$1,482.88$413.32$273,349.63
80$1,480.64$415.56$272,934.07
81$1,478.39$417.81$272,516.26
82$1,476.13$420.07$272,096.19
83$1,473.85$422.35$271,673.84
84$1,471.57$424.63$271,249.21
Year 8 — ending balance $265,970.59
MonthInterestPrincipalBalance
85$1,469.27$426.93$270,822.28
86$1,466.95$429.25$270,393.03
87$1,464.63$431.57$269,961.46
88$1,462.29$433.91$269,527.55
89$1,459.94$436.26$269,091.29
90$1,457.58$438.62$268,652.67
91$1,455.20$441.00$268,211.67
92$1,452.81$443.39$267,768.28
93$1,450.41$445.79$267,322.49
94$1,448.00$448.20$266,874.29
95$1,445.57$450.63$266,423.66
96$1,443.13$453.07$265,970.59
Year 9 — ending balance $260,338.46
MonthInterestPrincipalBalance
97$1,440.67$455.53$265,515.06
98$1,438.21$457.99$265,057.07
99$1,435.73$460.47$264,596.60
100$1,433.23$462.97$264,133.63
101$1,430.72$465.48$263,668.15
102$1,428.20$468.00$263,200.15
103$1,425.67$470.53$262,729.62
104$1,423.12$473.08$262,256.54
105$1,420.56$475.64$261,780.90
106$1,417.98$478.22$261,302.68
107$1,415.39$480.81$260,821.87
108$1,412.79$483.41$260,338.46
Year 10 — ending balance $254,329.14
MonthInterestPrincipalBalance
109$1,410.17$486.03$259,852.43
110$1,407.53$488.67$259,363.76
111$1,404.89$491.31$258,872.45
112$1,402.23$493.97$258,378.48
113$1,399.55$496.65$257,881.83
114$1,396.86$499.34$257,382.49
115$1,394.16$502.04$256,880.45
116$1,391.44$504.76$256,375.69
117$1,388.70$507.50$255,868.19
118$1,385.95$510.25$255,357.94
119$1,383.19$513.01$254,844.93
120$1,380.41$515.79$254,329.14
Year 11 — ending balance $247,917.35
MonthInterestPrincipalBalance
121$1,377.62$518.58$253,810.56
122$1,374.81$521.39$253,289.17
123$1,371.98$524.22$252,764.95
124$1,369.14$527.06$252,237.89
125$1,366.29$529.91$251,707.98
126$1,363.42$532.78$251,175.20
127$1,360.53$535.67$250,639.53
128$1,357.63$538.57$250,100.96
129$1,354.71$541.49$249,559.47
130$1,351.78$544.42$249,015.05
131$1,348.83$547.37$248,467.68
132$1,345.87$550.33$247,917.35
Year 12 — ending balance $241,076.17
MonthInterestPrincipalBalance
133$1,342.89$553.31$247,364.04
134$1,339.89$556.31$246,807.73
135$1,336.88$559.32$246,248.41
136$1,333.85$562.35$245,686.06
137$1,330.80$565.40$245,120.66
138$1,327.74$568.46$244,552.20
139$1,324.66$571.54$243,980.66
140$1,321.56$574.64$243,406.02
141$1,318.45$577.75$242,828.27
142$1,315.32$580.88$242,247.39
143$1,312.17$584.03$241,663.36
144$1,309.01$587.19$241,076.17
Year 13 — ending balance $233,776.81
MonthInterestPrincipalBalance
145$1,305.83$590.37$240,485.80
146$1,302.63$593.57$239,892.23
147$1,299.42$596.78$239,295.45
148$1,296.18$600.02$238,695.43
149$1,292.93$603.27$238,092.16
150$1,289.67$606.53$237,485.63
151$1,286.38$609.82$236,875.81
152$1,283.08$613.12$236,262.69
153$1,279.76$616.44$235,646.25
154$1,276.42$619.78$235,026.47
155$1,273.06$623.14$234,403.33
156$1,269.68$626.52$233,776.81
Year 14 — ending balance $225,988.61
MonthInterestPrincipalBalance
157$1,266.29$629.91$233,146.90
158$1,262.88$633.32$232,513.58
159$1,259.45$636.75$231,876.83
160$1,256.00$640.20$231,236.63
161$1,252.53$643.67$230,592.96
162$1,249.05$647.15$229,945.81
163$1,245.54$650.66$229,295.15
164$1,242.02$654.18$228,640.97
165$1,238.47$657.73$227,983.24
166$1,234.91$661.29$227,321.95
167$1,231.33$664.87$226,657.08
168$1,227.73$668.47$225,988.61
Year 15 — ending balance $217,678.77
MonthInterestPrincipalBalance
169$1,224.10$672.10$225,316.51
170$1,220.46$675.74$224,640.77
171$1,216.80$679.40$223,961.37
172$1,213.12$683.08$223,278.29
173$1,209.42$686.78$222,591.51
174$1,205.70$690.50$221,901.01
175$1,201.96$694.24$221,206.77
176$1,198.20$698.00$220,508.77
177$1,194.42$701.78$219,806.99
178$1,190.62$705.58$219,101.41
179$1,186.80$709.40$218,392.01
180$1,182.96$713.24$217,678.77
Year 16 — ending balance $208,812.44
MonthInterestPrincipalBalance
181$1,179.09$717.11$216,961.66
182$1,175.21$720.99$216,240.67
183$1,171.30$724.90$215,515.77
184$1,167.38$728.82$214,786.95
185$1,163.43$732.77$214,054.18
186$1,159.46$736.74$213,317.44
187$1,155.47$740.73$212,576.71
188$1,151.46$744.74$211,831.97
189$1,147.42$748.78$211,083.19
190$1,143.37$752.83$210,330.36
191$1,139.29$756.91$209,573.45
192$1,135.19$761.01$208,812.44
Year 17 — ending balance $199,352.32
MonthInterestPrincipalBalance
193$1,131.07$765.13$208,047.31
194$1,126.92$769.28$207,278.03
195$1,122.76$773.44$206,504.59
196$1,118.57$777.63$205,726.96
197$1,114.35$781.85$204,945.11
198$1,110.12$786.08$204,159.03
199$1,105.86$790.34$203,368.69
200$1,101.58$794.62$202,574.07
201$1,097.28$798.92$201,775.15
202$1,092.95$803.25$200,971.90
203$1,088.60$807.60$200,164.30
204$1,084.22$811.98$199,352.32
Year 18 — ending balance $189,258.62
MonthInterestPrincipalBalance
205$1,079.83$816.37$198,535.95
206$1,075.40$820.80$197,715.15
207$1,070.96$825.24$196,889.91
208$1,066.49$829.71$196,060.20
209$1,061.99$834.21$195,225.99
210$1,057.47$838.73$194,387.26
211$1,052.93$843.27$193,543.99
212$1,048.36$847.84$192,696.15
213$1,043.77$852.43$191,843.72
214$1,039.15$857.05$190,986.67
215$1,034.51$861.69$190,124.98
216$1,029.84$866.36$189,258.62
Year 19 — ending balance $178,488.93
MonthInterestPrincipalBalance
217$1,025.15$871.05$188,387.57
218$1,020.43$875.77$187,511.80
219$1,015.69$880.51$186,631.29
220$1,010.92$885.28$185,746.01
221$1,006.12$890.08$184,855.93
222$1,001.30$894.90$183,961.03
223$996.46$899.74$183,061.29
224$991.58$904.62$182,156.67
225$986.68$909.52$181,247.15
226$981.76$914.44$180,332.71
227$976.80$919.40$179,413.31
228$971.82$924.38$178,488.93
Year 20 — ending balance $166,997.98
MonthInterestPrincipalBalance
229$966.82$929.38$177,559.55
230$961.78$934.42$176,625.13
231$956.72$939.48$175,685.65
232$951.63$944.57$174,741.08
233$946.51$949.69$173,791.39
234$941.37$954.83$172,836.56
235$936.20$960.00$171,876.56
236$931.00$965.20$170,911.36
237$925.77$970.43$169,940.93
238$920.51$975.69$168,965.24
239$915.23$980.97$167,984.27
240$909.91$986.29$166,997.98
Year 21 — ending balance $154,737.45
MonthInterestPrincipalBalance
241$904.57$991.63$166,006.35
242$899.20$997.00$165,009.35
243$893.80$1,002.40$164,006.95
244$888.37$1,007.83$162,999.12
245$882.91$1,013.29$161,985.83
246$877.42$1,018.78$160,967.05
247$871.90$1,024.30$159,942.75
248$866.36$1,029.84$158,912.91
249$860.78$1,035.42$157,877.49
250$855.17$1,041.03$156,836.46
251$849.53$1,046.67$155,789.79
252$843.86$1,052.34$154,737.45
Year 22 — ending balance $141,655.81
MonthInterestPrincipalBalance
253$838.16$1,058.04$153,679.41
254$832.43$1,063.77$152,615.64
255$826.67$1,069.53$151,546.11
256$820.87$1,075.33$150,470.78
257$815.05$1,081.15$149,389.63
258$809.19$1,087.01$148,302.62
259$803.31$1,092.89$147,209.73
260$797.39$1,098.81$146,110.92
261$791.43$1,104.77$145,006.15
262$785.45$1,110.75$143,895.40
263$779.43$1,116.77$142,778.63
264$773.38$1,122.82$141,655.81
Year 23 — ending balance $127,698.08
MonthInterestPrincipalBalance
265$767.30$1,128.90$140,526.91
266$761.19$1,135.01$139,391.90
267$755.04$1,141.16$138,250.74
268$748.86$1,147.34$137,103.40
269$742.64$1,153.56$135,949.84
270$736.39$1,159.81$134,790.03
271$730.11$1,166.09$133,623.94
272$723.80$1,172.40$132,451.54
273$717.45$1,178.75$131,272.79
274$711.06$1,185.14$130,087.65
275$704.64$1,191.56$128,896.09
276$698.19$1,198.01$127,698.08
Year 24 — ending balance $112,805.57
MonthInterestPrincipalBalance
277$691.70$1,204.50$126,493.58
278$685.17$1,211.03$125,282.55
279$678.61$1,217.59$124,064.96
280$672.02$1,224.18$122,840.78
281$665.39$1,230.81$121,609.97
282$658.72$1,237.48$120,372.49
283$652.02$1,244.18$119,128.31
284$645.28$1,250.92$117,877.39
285$638.50$1,257.70$116,619.69
286$631.69$1,264.51$115,355.18
287$624.84$1,271.36$114,083.82
288$617.95$1,278.25$112,805.57
Year 25 — ending balance $96,915.68
MonthInterestPrincipalBalance
289$611.03$1,285.17$111,520.40
290$604.07$1,292.13$110,228.27
291$597.07$1,299.13$108,929.14
292$590.03$1,306.17$107,622.97
293$582.96$1,313.24$106,309.73
294$575.84$1,320.36$104,989.37
295$568.69$1,327.51$103,661.86
296$561.50$1,334.70$102,327.16
297$554.27$1,341.93$100,985.23
298$547.00$1,349.20$99,636.03
299$539.70$1,356.50$98,279.53
300$532.35$1,363.85$96,915.68
Year 26 — ending balance $79,961.63
MonthInterestPrincipalBalance
301$524.96$1,371.24$95,544.44
302$517.53$1,378.67$94,165.77
303$510.06$1,386.14$92,779.63
304$502.56$1,393.64$91,385.99
305$495.01$1,401.19$89,984.80
306$487.42$1,408.78$88,576.02
307$479.79$1,416.41$87,159.61
308$472.11$1,424.09$85,735.52
309$464.40$1,431.80$84,303.72
310$456.65$1,439.55$82,864.17
311$448.85$1,447.35$81,416.82
312$441.01$1,455.19$79,961.63
Year 27 — ending balance $61,872.14
MonthInterestPrincipalBalance
313$433.13$1,463.07$78,498.56
314$425.20$1,471.00$77,027.56
315$417.23$1,478.97$75,548.59
316$409.22$1,486.98$74,061.61
317$401.17$1,495.03$72,566.58
318$393.07$1,503.13$71,063.45
319$384.93$1,511.27$69,552.18
320$376.74$1,519.46$68,032.72
321$368.51$1,527.69$66,505.03
322$360.24$1,535.96$64,969.07
323$351.92$1,544.28$63,424.79
324$343.55$1,552.65$61,872.14
Year 28 — ending balance $42,571.15
MonthInterestPrincipalBalance
325$335.14$1,561.06$60,311.08
326$326.69$1,569.51$58,741.57
327$318.18$1,578.02$57,163.55
328$309.64$1,586.56$55,576.99
329$301.04$1,595.16$53,981.83
330$292.40$1,603.80$52,378.03
331$283.71$1,612.49$50,765.54
332$274.98$1,621.22$49,144.32
333$266.20$1,630.00$47,514.32
334$257.37$1,638.83$45,875.49
335$248.49$1,647.71$44,227.78
336$239.57$1,656.63$42,571.15
Year 29 — ending balance $21,977.51
MonthInterestPrincipalBalance
337$230.59$1,665.61$40,905.54
338$221.57$1,674.63$39,230.91
339$212.50$1,683.70$37,547.21
340$203.38$1,692.82$35,854.39
341$194.21$1,701.99$34,152.40
342$184.99$1,711.21$32,441.19
343$175.72$1,720.48$30,720.71
344$166.40$1,729.80$28,990.91
345$157.03$1,739.17$27,251.74
346$147.61$1,748.59$25,503.15
347$138.14$1,758.06$23,745.09
348$128.62$1,767.58$21,977.51
Year 30 — ending balance $0.00
MonthInterestPrincipalBalance
349$119.04$1,777.16$20,200.35
350$109.42$1,786.78$18,413.57
351$99.74$1,796.46$16,617.11
352$90.01$1,806.19$14,810.92
353$80.23$1,815.97$12,994.95
354$70.39$1,825.81$11,169.14
355$60.50$1,835.70$9,333.44
356$50.56$1,845.64$7,487.80
357$40.56$1,855.64$5,632.16
358$30.51$1,865.69$3,766.47
359$20.40$1,875.80$1,890.67
360$10.24$1,890.67$0.00

Calculations run in your browser — nothing you enter is sent or stored.

Reviewed by Aqil Abbas Khan, Founder & Editor of ToolsNexus

How this is calculated

The level payment comes from the fixed-rate annuity formula M = P × r(1+r)^n / ((1+r)^n − 1), with r the monthly rate (annual ÷ 12) and n the number of payments. Each month, interest equals the remaining balance times the monthly rate, rounded to the cent; the rest of the payment reduces principal; and the final payment is adjusted so the balance ends at exactly zero, the same convention lenders use on the last statement. Worked example: on a $200,000 loan at 6% for 30 years the payment is $1,199.10; month one splits into $1,000.00 interest and $199.10 principal, leaving a balance of $199,800.90.

Sources

Disclaimer: This calculator provides educational estimates only and is not financial, tax, or investment advice. Figures are simplified and may not reflect your full situation — consult a qualified professional before making financial decisions.

Enter a loan amount, rate, and term above, and you’ll get the complete amortization schedule — every payment split into interest and principal, with the running balance, grouped by year. Download the whole table as a CSV for your spreadsheet. Free, no signup, and generated entirely in your browser.

How to use

  1. Loan amount, rate, and term — the same three inputs as any mortgage payment calculator; the summary shows the level payment, total interest, and total paid.
  2. Browse the schedule — payments are grouped into years; the first year is expanded, and each header shows the balance remaining at year end.
  3. Download CSV — exports month, payment, interest, principal, and balance for every row, ready for Excel or Google Sheets.

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Why early payments are mostly interest

Amortization has a simple engine: each month, interest is charged on whatever balance remains, and only the remainder of your fixed payment reduces that balance. At the start the balance is at its peak, so interest devours the payment — $1,000 of the first $1,199.10 on a $200,000 loan at 6%. But every month the principal portion grows slightly, because it’s chipping at a smaller balance. The crossover where more than half your payment goes to principal arrives surprisingly late — around year 19 on that 30-year example. Higher rates push it later still, which is one reason two loans with similar payments can build equity at very different speeds. This is why selling after five years often returns less equity than people expect, and why the schedule — not the payment — tells you what a loan really costs at any point in time. Scan the year-end balances in the collapsed headers above to see the curve at a glance: shallow for the first decade, then steepening as interest loosens its grip.

How extra principal bends the curve

The schedule also shows why extra principal payments punch above their weight. An extra $100 against principal in month one doesn’t just shave $100 off the end of the loan — it removes the decades of interest that $100 would have generated. Export the CSV, add an “extra payment” column in your spreadsheet, and recompute the balance line: on typical 30-year terms, $100 extra per month removes roughly five years of payments. The same logic explains why lump sums early in the loan (a bonus, a tax refund) beat the identical amount applied in year twenty. If you’re comparing that strategy against refinancing, the refinance break-even calculator handles the other side of the question, and the mortgage affordability calculator helps size the loan before you commit to one.

Limits

The schedule covers a fixed-rate, fully amortizing loan: principal and interest only, no escrow for taxes or insurance, no PMI, and no adjustable-rate resets. Lenders may round or credit payments on slightly different days, so your statement can differ from this table by a few cents in any given month — though the final-payment adjustment convention is the same. Loans with biweekly payments, interest-only periods, or balloon structures follow different math entirely. For how amortization affects your loan choices, the CFPB’s amortization explainer is a short, plain-English read.

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Frequently asked questions

What is an amortization schedule?
A month-by-month table showing how each fixed payment splits between interest and principal, and what balance remains afterward. The payment stays constant; the split shifts from mostly interest at the start to mostly principal at the end.
Why is most of my early mortgage payment interest?
Interest is charged on the remaining balance, which is largest at the start. On a $200,000 loan at 6%, month one accrues $1,000 of interest against a $1,199.10 payment, leaving just $199.10 for principal. As the balance falls, the interest share falls with it.
How do extra principal payments change the schedule?
Every extra dollar reduces the balance immediately, so all future interest is charged on a smaller number. Early extras are the most powerful: one extra payment in year one on a 30-year loan can remove several payments from the end of the schedule.
Why is the last payment slightly different from the others?
Payments are rounded to the cent, so tiny rounding differences accumulate across hundreds of months. Lenders — and this calculator — adjust the final payment so the balance lands on exactly zero rather than a few cents off.
Can I export the schedule to Excel or Google Sheets?
Yes — the Download CSV button saves the full schedule (month, payment, interest, principal, balance) as amortization-schedule.csv, generated in your browser. Open it directly in Excel, Google Sheets, or Numbers to model extra payments.

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