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Updated 2026-08-24 · Mortgage · Educational use only ·
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True Cost of Homeownership Calculator

Annual running cost of owning a home.

Estimate the annual running cost of homeownership: mortgage payments, maintenance, insurance, and property tax, with 10- and 25-year projections.

What this tool does

This calculator estimates the annual running cost of homeownership by combining your monthly mortgage payment, annual maintenance, insurance, and property tax into a single yearly figure. It also shows the monthly average and projects the same annual cost forward over fixed 10- and 25-year horizons at today's figures. The projections hold every input constant, so they do not account for inflation, mortgage principal paydown, or changes in any cost category. The mortgage line usually dominates because it is the only monthly input, annualised at twelve times the figure entered. For example, someone comparing two properties might use this to size the recurring spending difference between them. This calculation is for illustration only and excludes property appreciation, tax relief, and cost growth over time.

Quick answer: with the default values, the result is $21,200.00 (Annual True Cost). Adjust the values below for your own figures.


Enter Values

People also use

Formula Used
Annual running cost of ownership
Monthly mortgage payment (annualised at twelve times the figure entered)
Annual maintenance
Annual insurance
Annual property tax

Disclaimer

Results are estimates for educational purposes only. They do not constitute financial advice. Consult a qualified professional before making financial decisions.

Homeownership costs more than the mortgage payment. Maintenance is widely budgeted as a share of property value, commonly cited in the range of 1 to 2 percent a year, though that range is a budgeting convention rather than a measured average; insurance ratios vary by an order of magnitude with exposure, and property tax varies enormously by jurisdiction. This calculator takes all of them as cash figures rather than percentages, since that is what a bill states. At the sample figures used on this page (1,300 a month of mortgage plus 3,000 maintenance, 600 insurance and 2,000 property tax), the annual total is 21,200, of which 5,600 is non-mortgage: 26.4% of the total, or 35.9% added on top of the mortgage line alone. The Non-Mortgage Share row reports the first of those.

How the calculation works

The monthly mortgage figure is annualised by multiplying by twelve, the three annual figures are added to it, and that sum is the headline. Three derived rows follow from it: the monthly average divides the annual total by twelve, and the 10-year and 25-year projections multiply it by 10 and 25. The projections hold every input constant, so they are a straight-line reading of today's figures rather than a forecast. The Non-Mortgage Share row reports how much of the annual total comes from the three non-mortgage lines.

What moves the number most

At the sample figures the mortgage line carries 15,600 of the 21,200, or 73.6%, with maintenance at 14.2%, property tax at 9.4% and insurance at 2.8%. That ordering is a property of those particular figures, not of the calculation: a paid-off house with a high tax bill reverses it entirely. What is structural is the unit weighting.

Stress-testing the assumptions

Each annual input moves the total one for one: a unit added to maintenance, insurance or property tax adds exactly one unit to the year. The monthly mortgage payment moves it twelve times as far per unit entered, because it is annualised before summing, so a 10-unit change there is a 120-unit change to the total. Under a proportional change the ranking follows the size of each line instead, which is why the mortgage line dominates a 10% sweep at the sample figures. A rate change is modelled by entering the expected payment delta, since the tool sums fixed payments rather than interest rates.

Why one monthly line and three annual ones

The four inputs are entered on the bases on which people actually hold them: a mortgage payment is a monthly commitment, while maintenance, insurance and property tax arrive as yearly figures or are budgeted that way. The calculation reconciles them by annualising the monthly line, which is the only asymmetry in the model.

What this doesn't capture

The figure excludes inflation on maintenance, insurance, and property tax, all three of which usually drift upward over a long horizon while the projection holds today's figures. It also excludes the principal portion of the mortgage that builds equity rather than disappearing as cost, property appreciation or depreciation, the opportunity cost of the deposit, one-off costs such as surveys or renovation work, and any tax relief or allowances that apply locally. It also holds the mortgage running for the whole projection, which the FAQ below covers alongside the offsetting effect of inflation.

Example Scenario

Running costs of $1,300 a month in mortgage payments plus $3,000 maintenance, $600 insurance and $2,000 property tax come to $21,200.00 per year.

Inputs

Monthly Mortgage Payment:$1,300
Annual Maintenance:$3,000
Annual Insurance:$600
Annual Property Tax:$2,000
Expected Result$21,200.00
Expected Result breakdown
Monthly Average$1,766.67
10-Year Total$212,000.00
25-Year Total$530,000.00
Non-Mortgage Share26.42%

This example uses sample figures for illustration. Adjust the inputs above to match a specific situation and see how the result changes.

Sources & Methodology

Methodology

The calculator computes the annual cost of homeownership by summing four components: the monthly mortgage payment multiplied by 12, annual maintenance costs, annual insurance premiums, and annual property taxes. The monthly average divides that annual total by twelve, and the 10- and 25-year figures project it forward by applying the same annual cost each year. The Non-Mortgage Share row reports the three annual lines as a percentage of the annual total. The model assumes all costs remain constant across the projection period and does not account for mortgage principal paydown, cost inflation, changes in property values, variations in interest rates, or shifts in tax assessments, nor for the point at which the mortgage term ends and the annual figure falls to the non-mortgage lines alone. It treats homeownership as a steady-state expense stream rather than modelling the declining interest portion of mortgage payments or potential appreciation. Where any input is negative, or every input is zero, the calculator returns a validation message rather than a result. Results represent cumulative nominal outflows under static assumptions.

Frequently Asked Questions

Does maintenance really run 1 to 2 percent a year?
That range is a budgeting convention rather than a measured average, and actual spending is lumpy: several quiet years followed by one that carries a roof or a boiler. Averaged across a decade, a figure in that range is the common planning basis. This calculator takes maintenance as a cash figure, so the percentage is only a way of arriving at the number to enter.
What about inflation on these costs?
Two effects pull the projection in opposite directions. Costs other than the mortgage payment tend to inflate, which pushes a 25-year total at today's figures low: on the sample figures used on this page, inflating the 5,600 non-mortgage base understates the 25-year total by roughly 39,000 at 2% a year, 64,000 at 3%, and 127,000 at 5%. Against that, the projection holds the mortgage running for all 25 years, so a mortgage already part-way through its term is overstated — on those same sample figures, by 78,000 with 20 years left, 156,000 with 15, and 234,000 with 10. Which effect wins depends on both: the two roughly cancel near 3.5% inflation with 20 years remaining and near 5.7% with 15, the mortgage-term effect dominates when more of the term has run or inflation is lower, and where the mortgage runs the full 25 years there is no overstatement at all and the projection is unambiguously low.
Does this include opportunity cost?
No. Capital used for a deposit could have been invested elsewhere, and that forgone return is outside the model. A rent-versus-buy comparison would place the opportunity cost of the deposit on the buy side; this tool does not.
What does the cost figure leave out?
It is an outflow figure only. The principal portion of each mortgage payment builds equity rather than disappearing, and the property's value may rise or fall — neither appears here. The projection's treatment of the mortgage term is covered in the inflation question above. Ownership costs and ownership outcomes are separate calculations, and this one covers the first.

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