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Mortgage Payment Calculator

With loan amount 300000 usd, annual interest rate 6.5 percent, term 30 years, home value 500000 usd and 6 more fields, mortgage payment comes to $1,896.20 — monthly principal & interest. It is reached in 23 steps, the last of which is 300000 * 0.0054167 / (1 - pow(1 + 0.0054167, -360)), and each one is printed on the page with its numbers filled in. The formula is the one published by CFPB, not an approximation fitted to it.

Monthly principal-and-interest payment on a fixed-rate mortgage, plus total interest paid over the full term.

Formula and sources checked · How we check

Loan amount 300000, Annual interest rate 6.5, Term 30 years, Home value 500000

$1,896.20

Monthly principal & interest for the inputs in this link. Editing a field recomputes the calculator below; this figure holds the answer the page was loaded with.

It is written into the HTML rather than drawn by a script, so a search engine reading this page without running JavaScript still finds an answer.

Monthly principal & interest
$1,896.20
Number of payments
30 * 12360 payments
Monthly principal & interest
300000 * 0.0054167 / (1 - pow(1 + 0.0054167, -360))1,896.204
Total paid over the term
1896.2041 * 360682,633.465
Total interest
682633.47 - 300000$382,633
Loan against value
300000 / 500000 * 10060 %
PMI applies
0
PMI a month
0 * 300000 * 0.55 / 100 / 120
Property tax a month
6000 / 12500
Insurance a month
1800 / 12150
Full monthly payment (PITI)
1896.2041 + 500 + 150 + 0 + 0$2,546
Above principal and interest
2546.2041 / 1896.2041 * 100 - 10034.279 %
Balance at which PMI must stop
0.78 * 500000390,000
PMI drops off after
0 months
PMI paid before it drops
0 * 00
Paid off on
2026-10-02 + 360 * 30.436875Sun, October 1, 2056
Property tax a month in ten years
6000 * pow(1 + 3 / 100, 10) / 12$671.96
Insurance a month in ten years
1800 * pow(1 + 3 / 100, 10) / 12$201.59
Full payment in ten years
1896.2041 + 671.95819 + 201.58746 + 0$2,770
Half payment, every two weeks
1896.2041 / 2$948.10
What that adds up to a month
1896.2041 * 13 / 12$2,054
Months to payoff paying biweekly
log(1896.2041 * 13 / 12 / (1896.2041 * 13 / 12 - 300000 * 0.0054167)) / log(1 + 0.0054167)289.831
Years cut off by paying biweekly
(360 - 289.83073) / 125.847 years
Interest saved paying biweekly
382633.47 - (1896.2041 * 13 / 12 * 289.83073 - 300000)$87,257

Estimate only. Not a loan offer, and it excludes taxes, insurance, PMI and closing costs.

Ask about this in the chatCompare: 15-year against 30-yearMortgage Payment by Interest Rate Chart

What you actually pay

Principal: $300.0K, Interest: $382.6K
Principal$300.0K44%Interest$382.6K56%

Amortisation schedule

Where each payment goes, month by month. Early payments are almost entirely interest — the balance barely moves for the first decade, which is why the curve starts flat.

Loan balance over time$0.0$149.9K$299.7K$0.090180270360month
Loan balance over time
Amortisation schedule
YearInterestPrincipalBalance
Year 1$19,401.27$3,353.18$296,646.82
Year 2$19,176.70$3,577.74$293,069.08
Year 3$18,937.10$3,817.35$289,251.73
Year 4$18,681.44$4,073.01$285,178.72
Year 5$18,408.66$4,345.79$280,832.93
Year 6$18,117.62$4,636.83$276,196.10
Year 7$17,807.08$4,947.37$271,248.73
Year 8$17,475.75$5,278.70$265,970.03
Year 9$17,122.22$5,632.23$260,337.81
Year 10$16,745.02$6,009.43$254,328.38
Year 11$16,342.56$6,411.89$247,916.49
Year 12$15,913.14$6,841.31$241,075.18
Year 13$15,454.97$7,299.48$233,775.70
Year 14$14,966.11$7,788.34$225,987.36
Year 15$14,444.51$8,309.94$217,677.42
Year 16$13,887.98$8,866.47$208,810.95
Year 17$13,294.17$9,460.28$199,350.68
Year 18$12,660.60$10,093.85$189,256.83
Year 19$11,984.60$10,769.85$178,486.98
Year 20$11,263.32$11,491.13$166,995.85
Year 21$10,493.74$12,260.71$154,735.14
Year 22$9,672.62$13,081.83$141,653.30
Year 23$8,796.50$13,957.95$127,695.36
Year 24$7,861.71$14,892.74$112,802.62
Year 25$6,864.32$15,890.13$96,912.49
Year 26$5,800.13$16,954.32$79,958.16
Year 27$4,664.66$18,089.79$61,868.38
Year 28$3,453.16$19,301.29$42,567.08
Year 29$2,160.51$20,593.94$21,973.15
Year 30$781.30$21,973.15$0.00

The table above groups the 360 months into 30. The amortisation schedule prints every one of them, with the split between interest and principal.

Worked example

$400,000 at 6.5% over 30 years is $2,528/mo in principal and interest, and $510,178 of interest across the term — more than the house itself. The same loan over 15 years costs $3,485/mo but only $227,200 in interest.

How to work it out yourself

  1. 1.Take the loan amount — the purchase price less your deposit, not the purchase price.
  2. 2.Divide the annual rate by 100 and then by 12 for the monthly rate, and multiply the term in years by 12 for the number of payments.
  3. 3.Payment is principal × rate ÷ (1 − (1 + rate)^−payments). Every fixed-rate loan uses this same formula.
  4. 4.Multiply the payment by the number of payments and subtract the principal to see the total interest.
  5. 5.Add property tax, insurance and any PMI on top before deciding what you can afford.

Monthly payment on $400,000 over 30 years by rate

$0.0$1.5K$2.9K4 Annual interest rate: $1.9K4.5 Annual interest rate: $2.0K5 Annual interest rate: $2.1K5.5 Annual interest rate: $2.3K6 Annual interest rate: $2.4K6.5 Annual interest rate: $2.5K7 Annual interest rate: $2.7K7.5 Annual interest rate: $2.8K8 Annual interest rate: $2.9K48Annual interest rate (percent)
Monthly payment on $400,000 over 30 years by rate
Annual interest rate (percent)Monthly principal & interestTotal interest
4$1,909.66$287,478
4.5$2,026.74$329,627
5$2,147.29$373,023
5.5$2,271.16$417,616
6$2,398.20$463,353
6.5$2,528.27$510,178
7$2,661.21$558,036
7.5$2,796.86$606,869
8$2,935.06$656,621

Principal and interest only. Each quarter point is roughly $65 a month and $23,000 across the term.

The formula

  1. Number of payments30 * 12
  2. Monthly principal & interest300000 * 0.0054167 / (1 - pow(1 + 0.0054167, -360))
  3. Total paid over the term1896.2041 * 360
  4. Total interest682633.47 - 300000
  5. Loan against value300000 / 500000 * 100
  6. PMI applies
  7. PMI a month0 * 300000 * 0.55 / 100 / 12
  8. Property tax a month6000 / 12
  9. Insurance a month1800 / 12
  10. Full monthly payment (PITI)1896.2041 + 500 + 150 + 0 + 0
  11. Above principal and interest2546.2041 / 1896.2041 * 100 - 100
  12. Balance at which PMI must stop0.78 * 500000
  13. PMI drops off after
  14. PMI paid before it drops0 * 0
  15. Paid off on2026-10-02 + 360 * 30.436875
  16. Property tax a month in ten years6000 * pow(1 + 3 / 100, 10) / 12
  17. Insurance a month in ten years1800 * pow(1 + 3 / 100, 10) / 12
  18. Full payment in ten years1896.2041 + 671.95819 + 201.58746 + 0
  19. Half payment, every two weeks1896.2041 / 2
  20. What that adds up to a month1896.2041 * 13 / 12
  21. Months to payoff paying biweeklylog(1896.2041 * 13 / 12 / (1896.2041 * 13 / 12 - 300000 * 0.0054167)) / log(1 + 0.0054167)
  22. Years cut off by paying biweekly(360 - 289.83073) / 12
  23. Interest saved paying biweekly382633.47 - (1896.2041 * 13 / 12 * 289.83073 - 300000)

Source: CFPB — understanding loan options and amortization, Federal Reserve — consumer mortgage information, US CFPB — when private mortgage insurance must be cancelled (Homeowners Protection Act)

Questions people actually ask

What is missing from this number?
Property tax, homeowners insurance, HOA dues and PMI. Lenders quote PITI, which commonly runs 25–40% above the principal-and-interest figure. Budget from PITI, not from this line alone.
Why does a small rate change move the payment so much?
Interest compounds over 360 payments. On a $400,000 30-year loan, each 0.25% of rate is roughly $65/mo and about $23,000 over the term.
Does paying extra principal shorten the term?
Yes, and disproportionately early on. In year one of a 6.5% 30-year loan, about 86% of each payment is interest, so an extra $200/mo applied to principal removes roughly 5 years from the schedule.
Will my mortgage payment stay the same?
The principal and interest will, on a fixed-rate loan — that part is contractual and never moves. Everything else does: property tax follows assessments, insurance has risen faster than inflation in most states, and both are collected through escrow. At 3% a year the escrow half of the payment above is a third larger in ten years while the loan half is unchanged.
When does PMI come off?
Automatically when the balance reaches 78% of the original purchase price on schedule, and on request at 80% — that is the Homeowners Protection Act, and it applies to most conforming loans. Paying extra principal reaches the threshold sooner, and an appraisal showing the home has risen in value can get you there sooner still. FHA loans are different: mortgage insurance on most of them lasts the life of the loan.
Fifteen years or thirty?
Fifteen costs roughly half again as much a month and less than half the interest, and it usually carries a rate about half a point lower. Thirty keeps the payment low and leaves the difference available for anything else — including a retirement account, which is the argument for it. The comparison above runs the same loan both ways.
Are discount points worth buying?
Each point costs 1% of the loan and typically cuts the rate by about a quarter point. Divide the cost by the monthly saving to get the break-even in months — usually four to seven years. Buy points only if you are confident you will neither move nor refinance before then.

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