Based on Australian lending practices and 2026 data

Mortgage Repayment Calculator Australia (2026)

A fintech-style decision engine that models real repayments, bank assessment buffers, mortgage stress, and scenario outcomes so you can make smarter home loan choices.

Mortgage Inputs

Offset reduces interest charged by lowering the effective balance while keeping repayment constant.

Offset Account 1

Live Results Dashboard

Affordability verdict

High Risk

Your Actual Repayment

$4,594/month

Based on entered rate (6.20%)

What banks assess you at

$6,143/month

This is the rate banks use to assess your loan

Total Interest

$903,666

Over full loan life

Interest Saved

$0

No term reduction yet

Offset Benefit

$0

Enable offsets to model spouse-linked balances

Pro Insights

You are allocating 45.9% of after-tax income to repayments, with $4,594 per month currently.

  • ⚠️ You are in mortgage stress territory. This reduces financial flexibility.
  • At a 3% higher rate (bank assessment), your repayment becomes $6,143 per month.
  • After expenses, you have $1,206 remaining per month.
  • Increasing your deposit by $50,000 could reduce your monthly repayment by $306 and save $60,244 in interest.

Stress Gauge

45.9%

Extremely At Risk

Repayment as share of after-tax income

Rate Sensitivity (4% to 9%)

At 6.5%, repayment is around $4,741/month.

Interest vs Principal

Per-period payment mix over time. The crossover point shows when principal starts exceeding interest.

Extra Repayment Impact

Compare remaining balance over time with and without your extra repayment.

Key Payoff Milestones

  • Balance after Year 5$699,611
  • Balance after Year 10$630,963
  • 50% principal repaid byYear 21.2
  • Estimated payoffYear 30.0
  • Paid off earlier vs no extra repayments0.0 years

Amortisation Schedule

Full repayment breakdown by period, including payment split and remaining balance.

PeriodPaymentInterestPrincipalBalance
1$4,594$3,875$719$749,281
2$4,594$3,871$722$748,559
3$4,594$3,868$726$747,833
4$4,594$3,864$730$747,104
5$4,594$3,860$733$746,370
6$4,594$3,856$737$745,633
7$4,594$3,852$741$744,892
8$4,594$3,849$745$744,147
9$4,594$3,845$749$743,398
10$4,594$3,841$753$742,645
11$4,594$3,837$757$741,889
12$4,594$3,833$760$741,129
13$4,594$3,829$764$740,364
14$4,594$3,825$768$739,596
15$4,594$3,821$772$738,824
16$4,594$3,817$776$738,047
17$4,594$3,813$780$737,267
18$4,594$3,809$784$736,483
19$4,594$3,805$788$735,694
20$4,594$3,801$792$734,902
21$4,594$3,797$797$734,105
22$4,594$3,793$801$733,305
23$4,594$3,789$805$732,500
24$4,594$3,785$809$731,691
25$4,594$3,780$813$730,878
26$4,594$3,776$817$730,061
27$4,594$3,772$822$729,239
28$4,594$3,768$826$728,413
29$4,594$3,763$830$727,583
30$4,594$3,759$834$726,749
31$4,594$3,755$839$725,910
32$4,594$3,751$843$725,067
33$4,594$3,746$847$724,220
34$4,594$3,742$852$723,368
35$4,594$3,737$856$722,512
36$4,594$3,733$861$721,652
37$4,594$3,729$865$720,787
38$4,594$3,724$869$719,917
39$4,594$3,720$874$719,043
40$4,594$3,715$878$718,165
41$4,594$3,711$883$717,282
42$4,594$3,706$888$716,394
43$4,594$3,701$892$715,502
44$4,594$3,697$897$714,605
45$4,594$3,692$901$713,704
46$4,594$3,687$906$712,798
47$4,594$3,683$911$711,887
48$4,594$3,678$915$710,972
49$4,594$3,673$920$710,052
50$4,594$3,669$925$709,127
51$4,594$3,664$930$708,197
52$4,594$3,659$934$707,262
53$4,594$3,654$939$706,323
54$4,594$3,649$944$705,379
55$4,594$3,644$949$704,430
56$4,594$3,640$954$703,476
57$4,594$3,635$959$702,517
58$4,594$3,630$964$701,553
59$4,594$3,625$969$700,584
60$4,594$3,620$974$699,611
61$4,594$3,615$979$698,632
62$4,594$3,610$984$697,648
63$4,594$3,605$989$696,659
64$4,594$3,599$994$695,665
65$4,594$3,594$999$694,665
66$4,594$3,589$1,004$693,661
67$4,594$3,584$1,010$692,651
68$4,594$3,579$1,015$691,637
69$4,594$3,573$1,020$690,616
70$4,594$3,568$1,025$689,591
71$4,594$3,563$1,031$688,560
72$4,594$3,558$1,036$687,525
73$4,594$3,552$1,041$686,483
74$4,594$3,547$1,047$685,437
75$4,594$3,541$1,052$684,384
76$4,594$3,536$1,058$683,327
77$4,594$3,531$1,063$682,264
78$4,594$3,525$1,068$681,195
79$4,594$3,520$1,074$680,121
80$4,594$3,514$1,080$679,042
81$4,594$3,508$1,085$677,957
82$4,594$3,503$1,091$676,866
83$4,594$3,497$1,096$675,770
84$4,594$3,491$1,102$674,668
85$4,594$3,486$1,108$673,560
86$4,594$3,480$1,113$672,446
87$4,594$3,474$1,119$671,327
88$4,594$3,469$1,125$670,202
89$4,594$3,463$1,131$669,071
90$4,594$3,457$1,137$667,935
91$4,594$3,451$1,143$666,792
92$4,594$3,445$1,148$665,644
93$4,594$3,439$1,154$664,489
94$4,594$3,433$1,160$663,329
95$4,594$3,427$1,166$662,163
96$4,594$3,421$1,172$660,990
97$4,594$3,415$1,178$659,812
98$4,594$3,409$1,184$658,628
99$4,594$3,403$1,191$657,437
100$4,594$3,397$1,197$656,240
101$4,594$3,391$1,203$655,037
102$4,594$3,384$1,209$653,828
103$4,594$3,378$1,215$652,613
104$4,594$3,372$1,222$651,391
105$4,594$3,366$1,228$650,163
106$4,594$3,359$1,234$648,929
107$4,594$3,353$1,241$647,688
108$4,594$3,346$1,247$646,441
109$4,594$3,340$1,254$645,187
110$4,594$3,333$1,260$643,927
111$4,594$3,327$1,267$642,661
112$4,594$3,320$1,273$641,388
113$4,594$3,314$1,280$640,108
114$4,594$3,307$1,286$638,822
115$4,594$3,301$1,293$637,529
116$4,594$3,294$1,300$636,229
117$4,594$3,287$1,306$634,923
118$4,594$3,280$1,313$633,610
119$4,594$3,274$1,320$632,290
120$4,594$3,267$1,327$630,963
121$4,594$3,260$1,334$629,629
122$4,594$3,253$1,340$628,289
123$4,594$3,246$1,347$626,942
124$4,594$3,239$1,354$625,587
125$4,594$3,232$1,361$624,226
126$4,594$3,225$1,368$622,858
127$4,594$3,218$1,375$621,482
128$4,594$3,211$1,383$620,100
129$4,594$3,204$1,390$618,710
130$4,594$3,197$1,397$617,313
131$4,594$3,189$1,404$615,909
132$4,594$3,182$1,411$614,498
133$4,594$3,175$1,419$613,079
134$4,594$3,168$1,426$611,653
135$4,594$3,160$1,433$610,220
136$4,594$3,153$1,441$608,779
137$4,594$3,145$1,448$607,331
138$4,594$3,138$1,456$605,875
139$4,594$3,130$1,463$604,412
140$4,594$3,123$1,471$602,942
141$4,594$3,115$1,478$601,463
142$4,594$3,108$1,486$599,977
143$4,594$3,100$1,494$598,484
144$4,594$3,092$1,501$596,982
145$4,594$3,084$1,509$595,473
146$4,594$3,077$1,517$593,956
147$4,594$3,069$1,525$592,432
148$4,594$3,061$1,533$590,899
149$4,594$3,053$1,541$589,358
150$4,594$3,045$1,548$587,810
151$4,594$3,037$1,556$586,253
152$4,594$3,029$1,565$584,689
153$4,594$3,021$1,573$583,116
154$4,594$3,013$1,581$581,536
155$4,594$3,005$1,589$579,947
156$4,594$2,996$1,597$578,349
157$4,594$2,988$1,605$576,744
158$4,594$2,980$1,614$575,130
159$4,594$2,972$1,622$573,508
160$4,594$2,963$1,630$571,878
161$4,594$2,955$1,639$570,239
162$4,594$2,946$1,647$568,592
163$4,594$2,938$1,656$566,936
164$4,594$2,929$1,664$565,272
165$4,594$2,921$1,673$563,599
166$4,594$2,912$1,682$561,917
167$4,594$2,903$1,690$560,227
168$4,594$2,895$1,699$558,528
169$4,594$2,886$1,708$556,820
170$4,594$2,877$1,717$555,104
171$4,594$2,868$1,725$553,378
172$4,594$2,859$1,734$551,644
173$4,594$2,850$1,743$549,900
174$4,594$2,841$1,752$548,148
175$4,594$2,832$1,761$546,387
176$4,594$2,823$1,771$544,616
177$4,594$2,814$1,780$542,836
178$4,594$2,805$1,789$541,047
179$4,594$2,795$1,798$539,249
180$4,594$2,786$1,807$537,442
181$4,594$2,777$1,817$535,625
182$4,594$2,767$1,826$533,799
183$4,594$2,758$1,836$531,964
184$4,594$2,748$1,845$530,119
185$4,594$2,739$1,855$528,264
186$4,594$2,729$1,864$526,400
187$4,594$2,720$1,874$524,526
188$4,594$2,710$1,883$522,643
189$4,594$2,700$1,893$520,749
190$4,594$2,691$1,903$518,846
191$4,594$2,681$1,913$516,934
192$4,594$2,671$1,923$515,011
193$4,594$2,661$1,933$513,078
194$4,594$2,651$1,943$511,136
195$4,594$2,641$1,953$509,183
196$4,594$2,631$1,963$507,220
197$4,594$2,621$1,973$505,247
198$4,594$2,610$1,983$503,264
199$4,594$2,600$1,993$501,271
200$4,594$2,590$2,004$499,267
201$4,594$2,580$2,014$497,253
202$4,594$2,569$2,024$495,229
203$4,594$2,559$2,035$493,194
204$4,594$2,548$2,045$491,149
205$4,594$2,538$2,056$489,093
206$4,594$2,527$2,067$487,026
207$4,594$2,516$2,077$484,949
208$4,594$2,506$2,088$482,861
209$4,594$2,495$2,099$480,762
210$4,594$2,484$2,110$478,653
211$4,594$2,473$2,120$476,532
212$4,594$2,462$2,131$474,401
213$4,594$2,451$2,142$472,259
214$4,594$2,440$2,154$470,105
215$4,594$2,429$2,165$467,940
216$4,594$2,418$2,176$465,765
217$4,594$2,406$2,187$463,577
218$4,594$2,395$2,198$461,379
219$4,594$2,384$2,210$459,169
220$4,594$2,372$2,221$456,948
221$4,594$2,361$2,233$454,716
222$4,594$2,349$2,244$452,471
223$4,594$2,338$2,256$450,216
224$4,594$2,326$2,267$447,948
225$4,594$2,314$2,279$445,669
226$4,594$2,303$2,291$443,378
227$4,594$2,291$2,303$441,076
228$4,594$2,279$2,315$438,761
229$4,594$2,267$2,327$436,434
230$4,594$2,255$2,339$434,096
231$4,594$2,243$2,351$431,745
232$4,594$2,231$2,363$429,382
233$4,594$2,218$2,375$427,007
234$4,594$2,206$2,387$424,620
235$4,594$2,194$2,400$422,220
236$4,594$2,181$2,412$419,808
237$4,594$2,169$2,425$417,384
238$4,594$2,156$2,437$414,947
239$4,594$2,144$2,450$412,497
240$4,594$2,131$2,462$410,035
241$4,594$2,119$2,475$407,560
242$4,594$2,106$2,488$405,072
243$4,594$2,093$2,501$402,571
244$4,594$2,080$2,514$400,058
245$4,594$2,067$2,527$397,531
246$4,594$2,054$2,540$394,992
247$4,594$2,041$2,553$392,439
248$4,594$2,028$2,566$389,873
249$4,594$2,014$2,579$387,294
250$4,594$2,001$2,592$384,701
251$4,594$1,988$2,606$382,095
252$4,594$1,974$2,619$379,476
253$4,594$1,961$2,633$376,843
254$4,594$1,947$2,646$374,197
255$4,594$1,933$2,660$371,536
256$4,594$1,920$2,674$368,863
257$4,594$1,906$2,688$366,175
258$4,594$1,892$2,702$363,473
259$4,594$1,878$2,716$360,758
260$4,594$1,864$2,730$358,028
261$4,594$1,850$2,744$355,284
262$4,594$1,836$2,758$352,526
263$4,594$1,821$2,772$349,754
264$4,594$1,807$2,786$346,968
265$4,594$1,793$2,801$344,167
266$4,594$1,778$2,815$341,352
267$4,594$1,764$2,830$338,522
268$4,594$1,749$2,844$335,677
269$4,594$1,734$2,859$332,818
270$4,594$1,720$2,874$329,944
271$4,594$1,705$2,889$327,055
272$4,594$1,690$2,904$324,152
273$4,594$1,675$2,919$321,233
274$4,594$1,660$2,934$318,299
275$4,594$1,645$2,949$315,350
276$4,594$1,629$2,964$312,386
277$4,594$1,614$2,980$309,406
278$4,594$1,599$2,995$306,411
279$4,594$1,583$3,010$303,401
280$4,594$1,568$3,026$300,375
281$4,594$1,552$3,042$297,334
282$4,594$1,536$3,057$294,276
283$4,594$1,520$3,073$291,203
284$4,594$1,505$3,089$288,114
285$4,594$1,489$3,105$285,009
286$4,594$1,473$3,121$281,888
287$4,594$1,456$3,137$278,751
288$4,594$1,440$3,153$275,598
289$4,594$1,424$3,170$272,428
290$4,594$1,408$3,186$269,242
291$4,594$1,391$3,202$266,040
292$4,594$1,375$3,219$262,821
293$4,594$1,358$3,236$259,585
294$4,594$1,341$3,252$256,333
295$4,594$1,324$3,269$253,064
296$4,594$1,307$3,286$249,778
297$4,594$1,291$3,303$246,475
298$4,594$1,273$3,320$243,155
299$4,594$1,256$3,337$239,818
300$4,594$1,239$3,354$236,463
301$4,594$1,222$3,372$233,091
302$4,594$1,204$3,389$229,702
303$4,594$1,187$3,407$226,295
304$4,594$1,169$3,424$222,871
305$4,594$1,152$3,442$219,429
306$4,594$1,134$3,460$215,969
307$4,594$1,116$3,478$212,492
308$4,594$1,098$3,496$208,996
309$4,594$1,080$3,514$205,482
310$4,594$1,062$3,532$201,950
311$4,594$1,043$3,550$198,400
312$4,594$1,025$3,568$194,832
313$4,594$1,007$3,587$191,245
314$4,594$988$3,605$187,640
315$4,594$969$3,624$184,015
316$4,594$951$3,643$180,373
317$4,594$932$3,662$176,711
318$4,594$913$3,681$173,031
319$4,594$894$3,700$169,331
320$4,594$875$3,719$165,612
321$4,594$856$3,738$161,875
322$4,594$836$3,757$158,117
323$4,594$817$3,777$154,341
324$4,594$797$3,796$150,545
325$4,594$778$3,816$146,729
326$4,594$758$3,835$142,894
327$4,594$738$3,855$139,038
328$4,594$718$3,875$135,163
329$4,594$698$3,895$131,268
330$4,594$678$3,915$127,353
331$4,594$658$3,936$123,417
332$4,594$638$3,956$119,461
333$4,594$617$3,976$115,485
334$4,594$597$3,997$111,488
335$4,594$576$4,017$107,471
336$4,594$555$4,038$103,432
337$4,594$534$4,059$99,373
338$4,594$513$4,080$95,293
339$4,594$492$4,101$91,192
340$4,594$471$4,122$87,070
341$4,594$450$4,144$82,926
342$4,594$428$4,165$78,761
343$4,594$407$4,187$74,574
344$4,594$385$4,208$70,366
345$4,594$364$4,230$66,136
346$4,594$342$4,252$61,884
347$4,594$320$4,274$57,611
348$4,594$298$4,296$53,315
349$4,594$275$4,318$48,997
350$4,594$253$4,340$44,656
351$4,594$231$4,363$40,294
352$4,594$208$4,385$35,908
353$4,594$186$4,408$31,500
354$4,594$163$4,431$27,069
355$4,594$140$4,454$22,616
356$4,594$117$4,477$18,139
357$4,594$94$4,500$13,639
358$4,594$70$4,523$9,116
359$4,594$47$4,546$4,570
360$4,594$24$4,570$0

Scenario Comparison

Scenario NameInterest Rate Change (%)Extra Repayment Change ($/month)
%
$/m

Repayment difference: $0 / month | Years saved: 0.0 | Interest saved: $0

%
$/m

Repayment difference: $497 / month | Years saved: 0.0 | Interest saved: -$179,062

%
$/m

Repayment difference: $200 / month | Years saved: 3.3 | Interest saved: $116,778

How mortgage repayments are calculated

Mortgage repayments in Australia are usually calculated as principal and interest over a fixed term, most commonly 25 to 30 years. The repayment formula combines your loan amount, interest rate, and number of periods into one consistent payment amount. Early in the loan, a larger share of each repayment goes toward interest because the balance is highest. As the balance falls, more of each payment reduces principal. This transition is exactly why amortisation matters: two borrowers with the same rate can still experience very different outcomes depending on repayment frequency and extra contributions.

Weekly and fortnightly repayments can shift cashflow discipline and, in practice, may reduce interest over time versus monthly schedules, particularly when borrowers maintain equivalent annual contribution levels. Extra repayments accelerate principal reduction and can have a compounding effect because each extra dollar paid today stops future interest being charged on that amount. In this engine, you can test that impact directly by comparing total interest and years to payoff with and without additional repayment. That gives a clearer decision lens than looking at monthly repayment alone.

What is mortgage stress in Australia

Mortgage stress is generally used to describe a household that is spending too much of after-tax income on home loan repayments. In policy and media discussions, there are multiple methods, but a practical framework is to examine repayment-to-income ratio. This calculator applies a three-tier classification: Healthy under 25%, At Risk between 25% and 45%, and Extremely At Risk above 45%. There is also an additional safety trigger where interest-only repayment exceeding 40% of income immediately flags as Extremely At Risk, because it indicates limited resilience even before principal reduction is considered.

Another important Australian lending concept is the serviceability buffer. Banks do not usually assess your loan at your contract rate only. They apply a higher assessment rate, commonly your rate plus 3.0%, in line with APRA-aligned prudential practice. That means a loan that feels manageable at today’s rate may be tested at a meaningfully higher repayment level during approval. Separating actual repayment from assessment repayment helps you understand both realities: your current cashflow and the bank’s risk lens. This distinction is critical for planning refinances, top-ups, and new applications.

How to reduce your loan cost

Reducing total loan cost is a combination of structure and behavior. Structure includes loan size, interest rate, and term; behavior includes repayment consistency and extra payments. A lower initial principal via larger deposit can materially reduce lifetime interest and lower stress metrics immediately. Even modest extra repayments, such as an additional $100 to $300 monthly, can shave years off a standard 30-year term. Borrowers should also monitor fixed-rate expiry windows, variable-rate movements, and offset account utilization because these can alter effective interest burden without changing headline repayment dramatically.

Optimisation should balance math with lifestyle resilience. A very aggressive repayment strategy can cut interest but leave too little liquidity for emergencies, maintenance costs, or temporary income drops. The most robust strategy usually keeps a healthy post-expense monthly surplus while still accelerating debt reduction. Use the scenario comparison panel to test realistic changes: a +1% rate shock, extra repayments, or term adjustments. If you can maintain positive cashflow under tougher assumptions, you are in a stronger position for long-term stability. This tool is designed to support that decision process with transparent, Australian-specific modelling.

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