Rent vs Buy Calculator

Monthly buying cost with tax and insurance against rent, with the gap.

Finance and MoneyUpdated 2026-10-112 min read
Rent vs Buy Calculator
Yearly percent of price.
Buying per month
...
Renting per month...
Monthly gap...

What it does

Rent checks and mortgage slips rarely compare directly, because ownership bundles loan, tax, and insurance into one larger figure. A $400,000 home at 20% down and 6.5% costs $2,539.28 a month once 1.1% tax and $1,800 insurance join the loan payment. The tool above sets that beside any rent.

The default gap favors renting by $539.28 a month at $2,000 rent. Raise the comparison rent to $3,000 and the sign flips to -$460.72, meaning buying runs cheaper month to month. Neither result settles the choice; each frames what ownership truly charges before equity enters.

Federal homebuyer guides price the same bundle: partial loan repayment plus interest plus taxes plus insurance, with maintenance and repairs waiting behind them. Rent, in contrast, can rise at renewal while a fixed loan payment holds its line for decades. Both sides carry risks the other avoids.

Use this page as the opening comparison, not the verdict. Run your rent, your price, and your local tax rate, then weigh the gap against how long you will stay, since selling within a few years can erase early equity through transaction costs.

How to use

  1. Type the monthly rent you would otherwise pay.
  2. Type the home price with down payment percent.
  3. Set the mortgage rate and loan term.
  4. Add yearly property tax percent and insurance dollars.
  5. Read buying cost first, then the signed gap.

Formula

Loan = price x (1 minus down/100). P&I = loan x r / (1 minus (1+r)^-n). Buy = P&I + price x tax/1200 + insurance/12.
r, n
Monthly rate and month count of the loan.
tax
Yearly property tax as percent of price.
gap
Buy minus rent; plus favors renting, minus favors buying.

Principal and interest follow standard amortization with monthly compounding. Maintenance, HOA dues, and mortgage insurance sit outside the sum, so real ownership runs higher.

Worked example

Example: $400,000 home versus $2,000 rent

Defaults: rent 2000, price 400000, down 20, rate 6.5, 30 years, tax 1.1, insurance 1800.

  1. Loan: 400,000 x 0.80 = $320,000. Rate per month: 0.065 / 12.
  2. P&I: 320,000 x 0.0054167 / (1 minus 1.0054167^-360) = $2,022.62.
  3. Tax: 400,000 x 0.011 / 12 = $366.67. Insurance: 1,800 / 12 = $150.00.
  4. Buy: 2,022.62 + 366.67 + 150.00 = $2,539.28.
  5. Tool shows $2,539.28, $2,000.00, +$539.28/mo.

Reference table

Gap for the $400,000 default home by rent
RentBuyGap
$2,000$2,539.28+$539.28/mo
$2,500$2,539.28+$39.28/mo
$3,000$2,539.28-$460.72/mo

Limits

  • Monthly cash flow only; equity ignored.
  • No maintenance, HOA, or mortgage insurance included.
  • Fixed rate assumed for the whole term.
  • Rent treated as flat; renewals usually rise.

Common mistakes

  • Comparing loan payment alone against rent.
  • Forgetting tax and insurance inside ownership.
  • Ignoring transaction costs on short stays.
  • Assuming rent never rises.
  • Reading a small gap as a full decision.

Try it yourself

Quick checks. Answers sit tucked under each question.

$250,000 home, 10% down, 7%, 30 yr, tax 1%, ins $1,200 vs $1,500 rent?

Buy $1,805.26, rent $1,500.00, gap +$305.26/mo.

$600,000 home, 20% down, 6%, 15 yr, tax 1.2%, ins $2,400 vs $3,000 rent?

Buy $4,850.51, rent $3,000.00, gap +$1,850.51/mo.

Same $400,000 default home vs $3,000 rent?

Buy $2,539.28, gap -$460.72/mo, buying cheaper monthly.

Questions

What does buying cost monthly here?

$2,539.28: $2,022.62 loan plus $366.67 tax plus $150 insurance.

Does buying build equity?

Yes, slowly at first, but this page counts cash flow only.

Why add tax and insurance?

Lenders collect them with the payment, so they are real monthly cost.

What if I move in 2 years?

Selling costs can erase early equity; renting often wins short stays.

Is a minus gap good for buying?

It means buying runs cheaper month to month than that rent.

Where do repairs fit?

Outside this sum. Budget about 1% of price yearly extra.

Sources

How this page was checked. The formula above was matched against the cited sources, and the worked example was run through the tool on this page before publishing. If you spot an error, contact us so we can fix it and note the correction.