Real Estate & Mortgage
Rent vs Buy Calculator
Compare the total cost of renting with the total cost of owning over the period you expect to stay. The comparison includes mortgage payments, taxes, maintenance, rent growth, home appreciation and the investment return you would earn on cash not spent on a down payment.

Estimates are for informational purposes and may differ from actual lender offers, tax assessments or insurance quotes. This is not financial, tax or legal advice.
Is it cheaper to rent or buy?
It depends almost entirely on how long you stay. Buying carries large one-time costs — down payment, closing costs and selling costs later — that need years of appreciation and equity-building to offset. This calculator finds the specific break-even year for your numbers instead of relying on a generic rule like "five years."
Key takeaways
- Buying almost always costs more than renting in the first few years because of closing costs and selling costs later.
- The break-even year — not a flat rule of thumb — is the right way to judge a specific decision.
- Renters should get credit for investing the down payment they did not spend; otherwise the comparison is unfair to renting.
- Maintenance is the ownership cost people most often underestimate; 1% of home value per year is a common planning figure.
- Tax treatment (mortgage interest deduction, capital gains exclusion) and PMI are not modeled here and can shift real-world results.
Enter your details
Estimated result
Buying costs less over 7 years
$472
Buying breaks even in year 7.
- Net cost of renting
- $166,236
- Net cost of buying
- $165,764
Renting
- Total rent and insurance paid
- $203,689
- Value of invested down payment
- $129,453
- Investment gain
- $37,453
- Net cost of renting
- $166,236
Buying
- Upfront cash (down payment + closing)
- $92,000
- Total ownership payments
- $246,865
- Monthly principal & interest
- $2,023
- Home value at end of period
- $491,950
- Remaining loan balance
- $289,332
- Net sale proceeds after selling costs
- $173,101
- Net cost of buying
- $165,764
- Net cost of buying assumes you sell at the end of the period and pay selling costs. Equity recovered at sale is subtracted from what you paid in.
Year-by-year comparison (net cost if you leave that year)
| Period | Renting | Buying | Buying advantage |
|---|---|---|---|
| Year 1 | $22,000 | $55,615 | -$33,615 |
| Year 2 | $44,562 | $74,903 | -$30,341 |
| Year 3 | $67,698 | $93,848 | -$26,149 |
| Year 4 | $91,421 | $112,427 | -$21,006 |
| Year 5 | $115,743 | $130,622 | -$14,879 |
| Year 6 | $140,677 | $148,409 | -$7,731 |
| Year 7 | $166,236 | $165,764 | $472 |
Your result is an estimate based on the information entered.
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HomeCalc USA — Rent vs Buy Calculator
Generated
Inputs
- Years you expect to stay: 7
- Current monthly rent: 2200
- Annual rent increase: 3
- Renters insurance (per year): 200
- Return on invested savings: 5
- Home price: 400000
- Down payment: 20
- Interest rate: 6.5
- Loan term: 30 years
- Closing costs (% of price): 3
- Property tax rate (annual %): 1.1
- Home insurance (per year): 1800
- Maintenance (annual % of value): 1
- HOA fee (per month): 0
- Home appreciation (annual %): 3
- Selling costs (% of sale price): 6
Results
Buying costs less over 7 years: $472
- Total rent and insurance paid: $203,689
- Value of invested down payment: $129,453
- Investment gain: $37,453
- Net cost of renting: $166,236
- Upfront cash (down payment + closing): $92,000
- Total ownership payments: $246,865
- Monthly principal & interest: $2,023
- Home value at end of period: $491,950
- Remaining loan balance: $289,332
- Net sale proceeds after selling costs: $173,101
- Net cost of buying: $165,764
Assumptions
- You sell the home at the end of the period and pay selling costs.
- Rent, home value and investment returns grow at constant annual rates.
- The mortgage is fixed-rate with no extra principal payments.
- Maintenance is a constant percentage of the home's current value.
Estimates are for informational purposes only and may differ from actual costs, lender offers, tax assessments or contractor quotes.
What your result means
The headline figure is the dollar gap between the net cost of renting and the net cost of buying over the years you specified, assuming you sell the home at the end of that period. A positive "buying costs less" result means the equity and appreciation you built exceeded what the down payment would have earned if invested instead, net of all the extra costs of ownership.
How to use this calculator
The single most important input is how long you expect to stay. Buying carries large upfront and exit costs, so short stays usually favour renting even in a rising market.
Enter your current rent and a realistic annual increase, then the purchase scenario you are actually considering. The investment return field matters more than people expect: money used for a down payment is money that could have been invested, and the calculator credits renters with that opportunity cost.
Maintenance is the cost owners most often underestimate. One percent of home value per year is a common planning figure, higher for older homes.
Run the calculation twice with pessimistic and optimistic appreciation to see how sensitive the answer is to something nobody can predict.
What each input means
| Input | What it means |
|---|---|
| Years you expect to stay | The single biggest driver of the result. Short stays rarely justify buying's upfront costs. |
| Annual rent increase | Historical average rent growth in the US has run close to overall inflation, but local markets vary widely. |
| Return on invested savings | A conservative, diversified portfolio assumption is more realistic than the average of a single volatile asset class. |
| Home appreciation | Long-run US home price appreciation has often tracked a few percent above inflation, but it is highly cyclical and local. |
| Selling costs | Real estate commissions, transfer taxes and closing costs on the sale side; commonly 6-10% combined. |
| Maintenance | Routine repairs, replacements and upkeep — separate from mortgage, tax and insurance. |
Formula used
Both sides are reduced to a net cost over the holding period.
Net cost of renting = total rent paid − investment gain on the cash you did not spend
Net cost of buying = upfront cash + all ownership costs − net proceeds when you sell
Rent grows geometrically each year:
Rent in year t = annual rent × (1 + g)^(t − 1)
Home value grows the same way, and net sale proceeds are the future value less selling costs less the remaining loan balance. The break-even year is the first year in which the net cost of buying is no greater than the net cost of renting.
Worked example
Renting at $2,200/month with 3% annual increases costs about $205,000 over seven years. The renter also keeps $92,000 (20% down plus 3% closing costs on a $400,000 home) invested; at 5% that grows to roughly $129,000, a gain of $37,000. Net cost of renting: about $168,000.
The buyer pays $92,000 upfront and roughly $274,000 in mortgage, tax, insurance and maintenance over seven years. The home appreciates to about $492,000; after 6% selling costs and paying off the remaining balance, they recover roughly $175,000. Net cost of buying: about $191,000 — meaning renting is modestly cheaper at seven years in this scenario, with buying pulling ahead a few years later.
What is the break-even horizon in a rent vs. buy decision?
The break-even horizon is the year in which the net cost of buying first drops to or below the net cost of renting. Before that year, renting and investing the difference leaves you ahead financially; after it, buying does. It moves earlier with higher rent growth or appreciation and later with higher closing costs, interest rates or selling costs.
Why does the calculator count the opportunity cost of a down payment?
A down payment is cash pulled out of investable savings. If you rent instead, that same cash can stay invested and earn a return. Ignoring this would understate the true cost of buying, since the comparison would implicitly assume the down payment earns nothing while sitting unused. The calculator credits renters with the growth of that untouched capital.
How much does home appreciation change the answer?
A great deal, and it is the least predictable input. A one or two percentage point swing in annual appreciation can shift the break-even year by several years or flip which option wins over a typical holding period. Because nobody can forecast local appreciation reliably, it is worth running the calculator with conservative, moderate and optimistic assumptions rather than trusting a single number.
Factors that change the result
- Length of stay
- The main lever. Every other input matters less than how many years you hold the property before the fixed costs of buying and selling are amortized.
- Financing cost
- Interest rate and loan term determine how much of each payment builds equity versus disappears as interest, especially in the early years of a mortgage.
- Local rent and price trends
- Rent growth and appreciation are set locally, not nationally. A calculator can only apply the assumptions you give it.
- Transaction costs
- Buying and selling both carry costs that renting avoids entirely — this is what makes short-term buying expensive relative to renting.
- Alternative use of cash
- The opportunity cost of the down payment depends on what else you would realistically do with that money.
Common mistakes to avoid
Ignoring the opportunity cost of the down payment
Comparing only monthly rent to a mortgage payment overstates buying's advantage by ignoring what the cash down payment could otherwise earn.
Underestimating maintenance
New owners often budget only for the mortgage, tax and insurance, then are surprised by repairs, replacements and general upkeep.
Assuming one appreciation rate is certain
Treating a single appreciation guess as fact rather than testing a range can make a close decision look one-sided.
Forgetting selling costs
Commissions and closing costs on the sale side, often 6-10% combined, can erase years of appreciation if you sell soon after buying.
Skipping the tax caveats
The mortgage interest deduction only helps if you itemize, and its value depends on your bracket and the standard deduction — it is not automatic.
Practical tips
- Run the numbers with a short, a medium and a long expected stay to see how sensitive the decision is to your timeline.
- Use a realistic, not optimistic, appreciation assumption — often close to long-run local inflation.
- Include renters insurance and HOA fees on both sides where relevant so the comparison is apples-to-apples.
- Treat the break-even year as an estimate, not a guarantee — it moves if rates, rents or prices change after you buy.
- If the decision is close, weight non-financial factors like stability, flexibility and maintenance responsibility more heavily.
When the estimate may differ from reality
This tool ignores taxes, PMI and one-time items like moving and furnishing, and it assumes constant annual growth rates rather than the real up-and-down path rents and home prices actually follow. Your real decision may also hinge on factors with no dollar value, such as the stability of a fixed housing payment or the flexibility to relocate for work.
Assumptions and limitations
What this calculator assumes
- You sell the home at the end of the period and pay selling costs.
- Rent, home value and investment returns grow at constant annual rates.
- The mortgage is fixed-rate with no extra principal payments.
- Maintenance is a constant percentage of the home's current value.
What it does not account for
- Tax effects, including the mortgage interest deduction and capital gains exclusion.
- PMI, which applies on down payments below 20%.
- Moving costs, furnishing, and the value of flexibility or stability.
- Rental income from part of the property, and local market divergence from your assumptions.
Frequently asked questions
- How long do I need to stay for buying to make sense?
- It depends on your inputs, but the break-even point commonly falls somewhere between three and seven years. The calculator reports the specific break-even year for the scenario you entered, which is more useful than any general rule.
- Why does renting get credit for investment returns?
- Because the comparison is only fair if both parties do something with their money. A renter who does not invest the down payment they never made will not achieve the renting result shown here.
- Does this account for tax deductions?
- No. The mortgage interest and property tax deductions only benefit filers who itemize, and their value depends on income, filing status and federal caps. Excluding them keeps the comparison conservative for buyers.
- What appreciation rate should I use?
- Nobody can forecast this reliably. Try a low rate, a moderate one and a high one. If the conclusion flips between reasonable scenarios, the decision is closer than it looks and other factors should carry more weight.
- Does a bigger down payment change the break-even year?
- Yes, in two offsetting ways. A larger down payment lowers the monthly mortgage payment and total interest, but it also ties up more cash that could otherwise be invested while renting. Try different down payment percentages to see which effect dominates for your numbers.
- How do maintenance and repairs factor into the buying cost?
- The calculator applies a constant percentage of the home's current value each year, a common planning shortcut. Actual maintenance is lumpy — a roof or HVAC replacement can cost far more in a single year than the annual average implies.
- What if I rent out part of the home I buy?
- Rental income is not modeled here. If you plan to rent a room or an accessory unit, that income would reduce the net cost of buying and should be considered separately from this comparison.
Sources and references
- Consumer Financial Protection Bureau — Buying a house — General homebuying guidance and cost disclosures.
- IRS — Home Mortgage Interest Deduction — Rules and limits on deducting mortgage interest.
Related guides
- Rent vs Buy: What Costs Should You Compare?A fair rent-versus-buy comparison includes maintenance, closing costs, selling costs, equity and opportunity cost, with two worked examples across different time horizons.
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