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Calcimator

Rent vs Buy Calculator

Compare the financial outcomes of renting vs buying a home over time. Accounts for appreciation, investment returns, taxes, and maintenance.

About this calculator

The rent-versus-buy question isn't really about monthly payment size — it's about which path leaves you with more net wealth at the end of your time horizon, and this calculator simulates both paths year by year to answer that directly. The buying path tracks home equity: home value compounding at your appreciation assumption, minus the shrinking mortgage balance as principal gets paid down each year, plus ongoing costs (mortgage payments, property tax, insurance, maintenance) that don't build equity but keep the home. The renting path assumes you invest what buying would have cost you instead — starting with the down payment you didn't spend, then investing the monthly difference between renting and buying's costs whenever renting is actually cheaper that month — and grows that portfolio at your assumed investment return.

Whichever path shows a larger final number after the full time horizon is declared the winner, with the dollar gap between them as the advantage amount. The comparison is sensitive to every assumption you feed it: a longer time horizon generally favors buying since fixed-rate mortgage payments stay flat while rent keeps rising and home equity keeps building, while a higher assumed investment return relative to home appreciation tilts things toward renting. None of these inputs — appreciation, rent growth, investment return — are guaranteed; they're your best estimates, and the 'better' choice this calculator reports can flip entirely if you change them to a different but still reasonable set of assumptions.

Better Option

Renting

Inputs

$
%
%
years
$
years

Comparison

Advantage Amount

$10,329.00

Monthly Mortgage (P&I)

$2,022.62

Monthly Rent

$2,000.00

Buy: Net Wealth

$266,283.00

Rent: Net Wealth

$276,612.00

Future Home Value

$537,567.00

Total Buy Cost

$438,596.00

Total Rent Cost

$275,133.00

How to Use This Calculator
  1. Enter the Home Price you're considering and your Down Payment percentage.
  2. Set the Mortgage Rate and Loan Term from your lender.
  3. Enter your current or expected Monthly Rent.
  4. Set the Time Horizon for how long you plan to stay.
  5. Expand advanced options to fine-tune appreciation, taxes, insurance, and investment return assumptions.
  6. Review the recommendation, wealth comparison chart, and total costs to make an informed decision.

What each input means

Home Price
Total purchase price of the home you're considering.
Down Payment
Percentage of home price paid upfront. 20% avoids PMI.
Mortgage Rate
Annual mortgage interest rate. Check current rates with your lender.
Loan Term
Length of the mortgage. Common terms are 15 or 30 years.
Monthly Rent
What you're currently paying or would pay in rent.
Time Horizon
How many years you plan to stay. Buying favors longer horizons.
Home Appreciation
Expected annual home value increase. US historical average is ~3-4%.
Property Tax Rate
Annual property tax as % of home value. US average is ~1.1%.
Annual Insurance
Annual homeowner's insurance premium.
Maintenance
Annual maintenance as % of home value.
Annual Rent Increase
Expected yearly rent increase. National average is ~3-5%.
Investment Return
Return if you invest the down payment and monthly savings instead.

How this is calculated

Formula

Compares net wealth from buying (home equity) vs renting (invested savings) over a given time period, factoring in appreciation, maintenance, taxes, insurance, and investment returns.

Worked example, using the default values

  1. Identify Input Parameters
    4 parameters
    Home Price = 400000, Down Payment = 20, Mortgage Rate = 6.5, Loan Term = 30 = 12 input(s) provided
  2. Calculate Better Option
    Renting = Renting
  3. Calculate Advantage Amount
    10329 = $10,329
  4. Calculate Monthly Mortgage
    2022.62 = $2,022.62

Engine last updated . Checked against 2 independently-derived tests — how we verify calculators. Built by Paul Gunder, a software engineer, not a licensed financial, medical, or legal professional.

Frequently Asked Questions

Why does a longer time horizon usually favor buying over renting?

A fixed-rate mortgage payment stays flat for the life of the loan while rent typically rises every year under the rent-increase assumption, so the cost gap between the two options widens in buying's favor the longer you stay. Home equity also keeps building through both appreciation and mortgage paydown the longer you hold the property, both of which need time to compound meaningfully.

How does the calculator decide how much money the renting scenario invests?

It starts by investing the full down payment you would have otherwise put into the home, then adds the monthly savings whenever renting costs less than buying would have that same month — mortgage, property tax, insurance, and maintenance combined. If buying is actually cheaper in a given month, no additional amount gets invested that month, though the already-invested balance keeps compounding at your assumed investment return.

Why can changing the investment return assumption flip the recommendation from buying to renting?

The renting scenario's final wealth is built almost entirely from compounding whatever gets invested at your assumed investment return, so a higher assumed return meaningfully grows the renting outcome over a long time horizon, while a lower assumed return shrinks it. Since home appreciation and investment return are independent assumptions you control separately, a small change to either one can be enough to tip the comparison the other way.

Should I trust this calculator's recommendation as a final answer?

Treat it as a structured way to compare scenarios under your own assumptions, not a definitive verdict — real outcomes depend on home appreciation and investment returns that are inherently uncertain and can vary significantly from historical averages, plus factors this calculator doesn't model like moving costs, tax deductions, lifestyle flexibility, and how your actual circumstances might change. Run it with a few different reasonable assumptions to see how sensitive the recommendation is before treating either answer as settled.

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