Rent vs Buy Calculator

Compare the true cost of renting versus buying a home over time and find your breakeven point.

Total Cost of Renting
Total Cost of Buying
Net Savings
Breakeven Point
Home Value at End
Equity Built

Should You Rent or Buy a Home?

The rent vs buy decision is one of the most significant financial choices you will make. This calculator compares the total cost of renting against the total cost of homeownership over your chosen time period, accounting for factors like rent increases, mortgage payments, property taxes, maintenance, and home appreciation.

Buying a home builds equity over time as you pay down the mortgage and the property appreciates. However, homeownership comes with significant costs beyond the mortgage payment, including property taxes, insurance, maintenance (typically 1-2% of home value annually), and the opportunity cost of your down payment.

Renting offers flexibility and lower upfront costs, but rent payments build no equity and typically increase each year. The national average rent increase is approximately 3-5% per year, though this varies significantly by market.

The breakeven point is the number of years at which the total cost of buying becomes less than the total cost of renting. If you plan to stay in a home longer than the breakeven point, buying is generally the better financial decision. In most markets, this breakeven falls between 3 and 7 years.

Rent vs Buy Calculator by State

Frequently Asked Questions

How long do I need to stay for buying to make sense?
Generally, buying makes financial sense if you plan to stay at least 5-7 years, though this varies widely by market. In high-appreciation areas, the breakeven point may come sooner. Use this calculator with your specific numbers to find your personal breakeven point.
What costs of homeownership does this calculator include?
This calculator includes mortgage principal and interest, property taxes, and maintenance costs. It also accounts for home appreciation and equity buildup. It does not include homeowner's insurance, HOA fees, or the opportunity cost of the down payment, which would increase the cost of buying.
Does the calculator account for tax benefits of homeownership?
This version does not factor in the mortgage interest deduction or property tax deduction. Since the 2017 tax reform doubled the standard deduction, fewer homeowners itemize deductions, making this benefit less impactful for many buyers.
What is a reasonable home appreciation rate to assume?
Historically, US home prices have appreciated about 3-4% annually on a national average. However, appreciation varies dramatically by location and time period. Conservative estimates of 2-3% are recommended for long-term planning.
Should I include investment returns on the down payment?
For a thorough analysis, yes. If you rent, the money you would have used for a down payment could be invested. At a 7% average stock market return, a $70,000 down payment could grow significantly over 10 years. This calculator focuses on direct costs but keep opportunity costs in mind.
+v.toLocaleString('en-US',{minimumFractionDigits:2,maximumFractionDigits:2});};var totalRent=0;var totalBuy=downAmt;var balance=loan;var breakeven=-1;var tbl='';var cumRent=0;var cumBuy=downAmt;for(var y=1;y<=years;y++){var yearlyRent=0;var monthlyRent=rent*Math.pow(1+rentInc/100,y-1);yearlyRent=monthlyRent*12;cumRent+=yearlyRent;var homeVal=price*Math.pow(1+appr/100,y);var yearlyTax=homeVal*(taxRate/100);var yearlyMaint=homeVal*(maint/100);var yearlyPI=monthlyPI*12;var yearlyBuyCost=yearlyPI+yearlyTax+yearlyMaint;cumBuy+=yearlyBuyCost;var principalPaid=0;for(var m=0;m<12;m++){if(balance<=0)break;var intPmt=balance*r;var prinPmt=monthlyPI-intPmt;if(prinPmt>balance)prinPmt=balance;principalPaid+=prinPmt;balance-=prinPmt;}var equity=homeVal-balance;var netBuyCost=cumBuy-(homeVal-price)-(loan-balance);if(breakeven===-1&&cumRent>netBuyCost){breakeven=y;}tbl+='';}tbl+='
YearRent CostBuy CostHome ValueEquity
'+y+''+fmt(cumRent)+''+fmt(cumBuy)+''+fmt(homeVal)+''+fmt(equity)+'
';var finalHomeVal=price*Math.pow(1+appr/100,years);var finalEquity=finalHomeVal-balance;var netBuyCostFinal=cumBuy-(finalHomeVal-price)-(loan-balance);var savings=cumRent-netBuyCostFinal;document.getElementById('rb-total-rent').textContent=fmt(cumRent);document.getElementById('rb-total-buy').textContent=fmt(cumBuy);document.getElementById('rb-savings').textContent=(savings>=0?'Buying saves ':'Renting saves ')+fmt(Math.abs(savings));document.getElementById('rb-savings').style.color=savings>=0?'#22c55e':'#f97316';document.getElementById('rb-breakeven').textContent=breakeven>0?'Year '+breakeven:'Not within '+years+' years';document.getElementById('rb-home-value').textContent=fmt(finalHomeVal);document.getElementById('rb-equity').textContent=fmt(finalEquity);document.getElementById('rb-table-wrap').innerHTML=tbl;document.getElementById('rb-result').classList.add('show');};})();