Rent vs. Buy
The definitive rent vs. buy analysis. Find the exact year buying becomes cheaper than renting, accounting for appreciation, equity, PMI, down payment.
See it worked out
Example — Current Monthly Rent 2200, Annual Rent Increase Rate 3 %, Annual Renter's Insurance 180, Home Purchase Price 400000:
Break-Even Point
12 years
Buying carries big upfront costs (down payment, closing) that renting doesn't, so it only wins if you stay long enough to spread them out. Past 12 years buying pulls ahead; sell sooner and renting likely costs less. This assumes steady rent and home-price growth — shift either and the break-even moves.
After 7 Years, Renting Is Cheaper By
$37,705
Total Net Cost of Buying (7 yrs)
$209,753
Total Cost of Renting (7 yrs)
$172,048
Projected Home Value at Sale
$491,950
The formula
Net Cost Buy = Costs Paid − Sale Proceeds | Net Cost Rent = Total Rent − Investment Gains on Down Payment
- Break-Even
- Break-Even Year
- Opportunity Cost
- Down Payment Opportunity Cost
- Home Equity
- Equity Accumulation
- Transaction Costs
- Closing & Selling Expenses
Worked example — Current Monthly Rent 2200, Annual Rent Increase Rate 3 %, Annual Renter's Insurance 180, Home Purchase Price 400000
Break-Even Point = 12 years
How Rent vs. Buy Works
Net Cost Buy = Costs Paid − Sale Proceeds | Net Cost Rent = Total Rent − Investment Gains on Down Payment
This calculator compares the true total cost of renting versus buying over your chosen time horizon. The buying path tracks principal and interest, property taxes, maintenance, PMI, and closing costs, then subtracts the net proceeds from selling the home. The renting path tracks all rent payments (adjusted for annual increases) and renters insurance, then subtracts the investment gains your down payment and closing costs would have earned if invested in the stock market at 7%.
The break-even year is when cumulative buying costs first become lower than cumulative renting costs.
- Break-Even
- Break-Even Year — The number of years after which buying becomes cheaper than renting on a cumulative net-cost basis. If you stay longer than this, buying wins financially. If you move sooner, renting wins.
- Opportunity Cost
- Down Payment Opportunity Cost — The money you would have earned by investing your down payment and closing costs in stocks (assumed 7% return) instead of using them for a home purchase. This is the primary financial advantage of renting.
- Home Equity
- Equity Accumulation — The wealth you build through principal paydown and home appreciation, minus selling costs. This is the primary financial advantage of buying.
- Transaction Costs
- Closing & Selling Expenses — Buying typically costs 3–5% in closing costs upfront and 5–8% in selling costs at exit. These transaction costs create a significant upfront hurdle — the main reason buying only wins if you stay long enough to recover them.
How to Use
- Enter the home price, down payment percentage, mortgage rate, and closing costs for the buy scenario.
- Input your monthly rent, expected annual rent increase rate, and renters insurance for the rent scenario.
- Set the property tax rate, maintenance percentage, and home appreciation rate (national averages are shown as defaults).
- Choose your expected holding period — try different values to see how the break-even point shifts.
- Compare the two paths at different time horizons: the chart shows cumulative costs year by year, and the break-even year tells you which choice is better for your specific timeline.
Common Uses
- •Compare the total lifetime cost of renting versus buying a home over different time horizons to find your financial break-even point.
- •Understand how long you need to stay in a home for the equity and appreciation benefits of buying to outweigh upfront transaction costs.
- •Model how changing home prices, mortgage rates, and rent increases affect whether renting or buying is the better financial decision.
Understanding the Result
The rent vs. buy decision is one of the most significant financial choices most people make. This calculator models the true total cost of each path, accounting for: opportunity cost of the down payment (invested in stocks instead), rent increases over time, building home equity through principal paydown and appreciation, PMI elimination when LTV hits 80%, and net sale proceeds after selling costs at your chosen time horizon. The break-even point is the year when buying becomes cheaper than renting on a cumulative net-cost basis.
Historically, the national break-even is around 3-5 years in most markets, but it varies dramatically based on home prices, rents, and mortgage rates. In high-cost markets like San Francisco or NYC, the break-even can be 7-10+ years. The key insight: transaction costs (closing costs at purchase, ~6% selling costs at sale) are the biggest barrier to short-term buying. If you might move within 3 years, renting almost always wins financially.
If you will stay 7+ years, buying typically builds more wealth.
Frequently Asked Questions
- How is the break-even year calculated?
- We model two paths side by side for each year. The renting path tracks all rent paid, adjusted for annual increases. The buying path tracks total costs (P&I, taxes, maintenance, PMI, closing costs) minus net home equity gained (sale proceeds at that year). We also account for the opportunity cost of your down payment — if you rented, you could invest that cash in stocks earning 7%. The break-even year is when cumulative buying costs first fall below cumulative renting costs. This is the point at which your home equity and appreciation have overcome the upfront transaction costs of buying.
- Should I factor in tax deductions for mortgage interest?
- The calculator does not include mortgage interest deductions because the standard deduction ($27,700 for married couples in 2024) means only about 13% of filers itemize. If you do itemize, your true buying cost will be lower than calculated here. Consult a tax advisor for personalized analysis. The mortgage interest deduction is most valuable in the first years of the loan when interest payments are highest, and for higher-priced homes with larger mortgages.
- What if I am unsure how long I will stay?
- The break-even year is the key number. If you are fairly confident you will stay longer than the break-even point, buying likely makes financial sense. If your timeline is uncertain, the flexibility of renting (no selling costs, no maintenance, easy to move) has real value that this calculator does not capture. Consider a "worst-case" scenario: if you had to move in 2 years, could you absorb the loss? This risk analysis is often more important than the financial comparison itself.
- Does the calculator include HOA fees?
- HOA fees are not directly included in the buy scenario inputs, but you can factor them into your maintenance percentage or simply acknowledge that the buying total cost may be slightly higher if HOA fees are significant. In many markets, HOA fees are $200-$500/month, which should be considered when comparing renting to buying — especially in condos and planned communities.
- What if home prices drop after I buy?
- A market downturn shortly after purchase can leave you "underwater" (owing more than the home is worth). This calculator assumes steady annual appreciation, but actual returns are uneven. If you might need to sell within 3–5 years, a price drop could mean a significant loss. Stress-test by trying 0% or negative appreciation to see how long it would take to recover.
Cite this calculator
TheCalcUniverse. "Rent vs. Buy Calculator — Find Your Break-Even Year." TheCalcUniverse, 2026, https://thecalcuniverse.com/finance/rent-vs-buy-calculator/. Accessed July 27, 2026.
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