If renting costs less than buying in any given month, the difference can be invested. Enter expected annual return on that invested capital.
%/yr
e.g. 7% = S&P 500 avg.
%/yr
Return if DP stays invested
💡 When buying is more expensive monthly, the renter invests that gap. When buying is cheaper, that assumes the buyer "keeps" the savings (pays down equity faster).
📅 Timeline
Your Scenario
▾
yrs
Years before selling / moving
%
For mortgage interest deduction
📌 The calculator will also show at which year buying becomes better than renting regardless of your input above.
⚠️ Please fill in Home Price, Interest Rate, and Monthly Rent.
💡 How This Works
🏠Buying costs include P&I, PMI, tax, insurance, maintenance, and HOA.
📈Equity = home appreciation + principal paid. Net equity subtracts selling costs.
💹The "rent gap" (if any) is modeled as invested at your chosen return rate.
⚖️Break-even = the year when buying's net wealth surpasses renting's invested wealth.
⏱ Break-Even Timeline
Cumulative Rent Cost
Net Buying Cost (after equity)
Break-Even Point
🏠 Buying — After
🏢 Renting — After
💡 Key Insights
📊 Stay-Length Scenarios
📊 Net Wealth Over Time: Buy vs Rent
Buying Net Wealth (home equity − costs)
Renting Net Wealth (invested savings)
📋 Year-by-Year Comparison
🟡 = break-even year 🟢 = your stay year
🎯 Break-Even by Appreciation & Stay Duration
How long you need to stay for buying to win, at different home appreciation rates.
⚠️Disclaimer & Notice
Results are estimates only based on your inputs. They are not guarantees of any financial outcome.
Not financial, legal, tax, or investment advice. Calculator for Savers is not a licensed advisor, lender, CPA, or attorney.
Interest rates, tax laws, and market conditions change frequently. Investment values can go up or down. Past performance does not guarantee future results.
Always consult a licensed professional before making financial decisions.
Homeownership is deeply embedded in the idea of financial success. But the rent-vs.-buy calculation is more nuanced than "renting is throwing money away." Renting and buying are different financial strategies with different risk profiles, liquidity characteristics, and tax implications. The right answer depends entirely on your specific numbers — not on conventional wisdom.
The True Cost of Homeownership
The mortgage payment is only the beginning. Budget for: property taxes (0.5–2.5% of home value annually), homeowner's insurance ($1,200–$3,000/year), HOA fees (can range from $0 to $1,000+/month), private mortgage insurance if under 20% down, and — critically — maintenance and repairs (budget 1–2% of home value per year, more for older homes). On a $400,000 home, these non-mortgage costs can run $12,000–$20,000 per year.
The Hidden Cost of a Down Payment
A $80,000 down payment (20% of a $400,000 home) has an opportunity cost: invested at 7%, that $80,000 grows to $305,000 in 20 years. This doesn't mean renting is always better, but it means the "equity you're building" in homeownership needs to be compared against what that same capital would generate if invested.
The Price-to-Rent Ratio
Divide the home purchase price by annual rent for a comparable property. A ratio under 15 generally favors buying; 15–20 is a gray zone; over 20 often favors renting financially. In many coastal cities, this ratio exceeds 30 or even 40 — meaning the market is pricing in significant appreciation expectations that may or may not materialize.
When Buying Clearly Wins
Buying makes strong financial sense when: you plan to stay for at least 5–7 years (time to break even on transaction costs), your price-to-rent ratio is favorable, mortgage payments are comparable to rent for similar space, and you have sufficient emergency reserves beyond the down payment (don't be "house poor").
When Renting Clearly Wins
Renting wins when: you may move within 3–5 years, the price-to-rent ratio is high, you can invest the down payment and monthly cost difference in a high-return vehicle, you're in a volatile job market where income could drop, or you're in a market with flat or declining home prices. Renting also preserves liquidity and flexibility — undervalued advantages in an increasingly mobile economy.
A Real-Life Example: Maya vs. Carlos
Maya and Carlos are both 32-year-old professionals in the same city earning the same income. Maya buys a $380,000 condo with 20% down ($76,000) at a 7% mortgage rate. Her monthly principal + interest payment is $2,019. Add property taxes ($4,200/year), insurance ($1,500/year) and maintenance ($3,800/year) and her true monthly housing cost is about $2,936.
Carlos rents a comparable apartment for $2,100/month. He invests the $76,000 down payment in a low-cost index fund and adds the $836/month he saves vs. Maya's housing cost to that portfolio each month. Assuming 7% annual returns, Carlos's investment portfolio grows to $297,000 after 10 years.
Maya, meanwhile, has paid down about $57,000 of her mortgage over 10 years (early payments are mostly interest). Her home has appreciated at 4%/year to roughly $563,000. Subtracting the remaining mortgage balance of $247,000, her net equity is about $316,000. Buying wins in this scenario — but only barely, and only because the home appreciated steadily. Run the scenario with 2% appreciation instead of 4% and renting pulls ahead decisively.
The lesson: home price appreciation is the single biggest wildcard. This calculator models appreciation using the rate you input — be conservative. Use 2–3% as a baseline, not 5–6%. Recent market performance is not a reliable guide for planning purposes.
Common Mistakes in the Rent-vs-Buy Analysis
Ignoring transaction costs on exit. Selling a home costs 5–8% of the sale price (agent commissions, transfer taxes, closing costs). On a $400,000 home, that's $20,000–$32,000 — a hidden cost that dramatically affects your effective return if you move in fewer than 7 years. This calculator models this via the "selling costs %" input.
Projecting unrealistic appreciation. Many buyers mentally pencil in the appreciation rate of the last 5 years. That's anchoring on a non-representative period. Long-run U.S. home price appreciation averages about 3–4% nominally and 0–1% in real (inflation-adjusted) terms. Model with 3% and see if buying still makes sense.
Underestimating carrying costs. First-time buyers routinely underestimate how much they'll spend on maintenance, HOA, utilities (higher in a larger space), and property taxes. Budget 2–3% of home value annually for maintenance alone. An older home, a pool, or a large lot can push this much higher.
Not accounting for rent investment returns. "At least with a mortgage I'm building equity" is the most common justification for buying. But this ignores the investment return of the down payment and monthly payment differential. If rent is materially cheaper than owning the same space, the renter who invests the difference can accumulate more wealth — especially in high price-to-rent markets.
How to Interpret Your Results
The main output is net wealth at your planned stay duration — what you'd have if you buy vs. what you'd have if you rent and invest the difference. This is the most apples-to-apples comparison because it accounts for all costs and all opportunity costs on both sides.
Break-even year is the year at which buying's cumulative net position crosses above renting's. If you plan to stay past the break-even year, buying is the better mathematical choice at the inputs you've entered. If you plan to move before break-even, renting wins.
The scenario comparison panel shows results at 5, 10, and 20 years. Look at all three: a scenario where buying wins at 20 years but renting wins at 5 and 10 tells you this is a long-hold decision — only commit if you're highly confident about your timeline. Uncertainty about how long you'll stay is itself a reason to favor renting: the flexibility has real value that doesn't appear in the math.