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Rent vs Buy Calculator

Compare the real financial cost of renting vs buying a home — including equity, appreciation, opportunity cost, and total net housing expense over your chosen timeframe.

BUYING DETAILS

RENTING DETAILS

ASSUMPTIONS

How to Use

  • 1Enter your buying details — home price, down payment, rate, and all ongoing costs including taxes, insurance, maintenance, and HOA
  • 2Enter your renting details — current monthly rent, expected annual rent increases, and renter's insurance premium
  • 3Set your comparison timeframe (years) and the investment return rate you would earn if you invested the down payment instead of buying
  • 4Review the net cost comparison — buying wins when appreciation and equity outweigh the extra upfront and ongoing costs; renting wins in shorter timeframes or when appreciation is low

Example Calculation

Buying Results (7 yrs)

Down Payment: $70,000.00
Closing Costs (3%): $10,500.00
Loan Amount: $280,000.00
Monthly P&I: $1,862.85
Home Value @ Year 7: $430,455.85
Net Sale Proceeds: $149,415.74
NET COST OF BUYING: $154,964.36

Renting Results (7 yrs)

Monthly Rent (Yr 1): $2,000.00
Total Rent Paid: $183,899.09
Renter's Insurance: $1,400.00
Investment Value: $131,214.52
Investment Gain: +$50,714.52
NET COST OF RENTING: $185,299.09

VERDICT: BUYING is more cost-effective by $30,334.73 over 7 years.

Rent Schedule

Yr 1: $2,000.00/mo
Yr 2: $2,060.00/mo
Yr 3: $2,121.80/mo
Yr 4: $2,185.45/mo
Yr 5: $2,251.02/mo
Yr 6: $2,318.55/mo
Yr 7: $2,388.10/mo

"Results depend heavily on the appreciation rate and investment return assumptions. In this scenario, 3% annual home appreciation builds significant equity that makes buying more cost-effective over 7 years. Shorter timeframes or lower appreciation tend to favor renting."

Frequently Asked Questions

Q1: How is the net cost of buying calculated?

A1: Net cost of buying = upfront cash paid (down payment + closing costs) + total ongoing payments (mortgage P&I + taxes + insurance + maintenance + HOA over [n] years) minus the net sale proceeds when you sell (home value minus selling costs minus remaining loan balance). This represents the true out-of-pocket cost of homeownership after recovering your equity. In this example: $80,500 + $223,880 - $149,416 = $154,964.

Q2: How is the net cost of renting calculated?

A2: Net cost of renting = total rent paid + renter's insurance over the comparison period. Note that this calculator shows the down payment and closing costs ($80,500) as invested capital that grows at the investment return rate — this is your opportunity cost comparison. The investment gain ($50,715 at 7%) shows what you give up financially by buying instead of investing, though it does not reduce your rent costs in this calculation.

Q3: Does a higher investment return rate favor renting?

A3: Yes — the higher the investment return rate, the more the renter gains by investing the down payment instead of tying it up in home equity. At 7%, the $80,500 grows to $131,215 over 7 years — a $50,715 gain. If the investment return were 10%, the gain would be much larger, tilting the comparison further toward renting. Conversely, a higher home appreciation rate favors buying by building more equity.

Q4: At what point does buying typically become better than renting?

A4: The break-even point depends on multiple factors, but buying generally becomes advantageous after 5-7 years in most markets with normal appreciation. In early years, the high upfront costs (closing costs, mostly-interest mortgage payments) make renting cheaper. As equity accumulates and appreciation compounds, buying becomes increasingly cost-effective. Changing the Years to Compare input lets you find the exact crossover point for your specific scenario.

Q5: What factors are NOT included in this comparison?

A5: This calculator does not include: (1) mortgage interest tax deduction, which can reduce the effective cost of buying; (2) changes in property tax rates over time; (3) capital gains tax on home sale profits above the $250,000/$500,000 exclusion; (4) the non-financial benefits of homeownership such as stability, customization, and forced savings. These factors can meaningfully shift the comparison and should be considered alongside the calculator results.

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This calculator provides estimates for informational purposes only. Actual financial outcomes depend on market appreciation, individual tax situations, and investment performance. Consult a licensed financial advisor before making real estate decisions.