Rent vs. Buy Calculator: Investment & Opportunity Cost Analyzer
Advanced financial modeling tool comparing homeownership equity against renting and investing the difference. Features breakeven analysis, opportunity cost projections, and PDF reports.
| Year | Buy Net Worth | Rent Net Worth | Equity | Investments | Total Benefit |
|---|
About
The decision to rent or buy is not merely a comparison of monthly payments. It is a complex interplay of Opportunity Cost, Equity Accumulation, and Unrecoverable Costs (interest, taxes, maintenance). This tool models two parallel financial universes over a 30-year horizon.
In the first universe, you purchase a home, building equity while paying interest and maintenance. In the second, you rent a comparable property and invest the initial capital (down payment) and any monthly savings into a diversified portfolio. Accuracy depends on inputs; small changes in the Investment Return Rate or Home Appreciation can shift the verdict by hundreds of dollars.
We utilize the Net Present Value approach where applicable, but primarily focus on Future Net Worth to determine the financial winner. Use this calculator to identify your Breakeven Year - the point where the transaction costs of buying are finally eclipsed by asset growth.
Formulas
The core comparison relies on calculating the Future Net Worth (NW) for both scenarios at month n.
1. Buying Net Worth:
The value of the home minus the remaining loan balance and selling costs.
NWbuy = HomeValuen − LoanBaln − (HomeValuen × SellCost%)
2. Renting Net Worth (Opportunity Cost):
The future value of the Down Payment plus the cumulative value of invested monthly savings.
NWrent = DownPayment × (1 + r)n + n∑i=1 (MonthlySavingsi × (1 + r)n-i)
Where r is the monthly investment rate of return. If NWbuy > NWrent, buying is the optimal financial decision.
Reference Data
| Year | Rent Scenario Net Worth | Buy Scenario Net Worth | Difference (Winner) | Home Equity | Renter Portfolio |
|---|---|---|---|---|---|
| 1 | $52,400 | $48,200 | Rent (+$4,200) | $15,000 | $52,400 |
| 5 | $78,000 | $85,000 | Buy (+$7,000) | $65,000 | $78,000 |
| 10 | $115,000 | $150,000 | Buy (+$35,000) | $140,000 | $115,000 |