Buy a home or rent and invest
Both paths start with the same cash. The renter invests it and any monthly savings. The buyer owns the home, minus selling costs and the loan balance.
- Home value after 7 years$491,949.55
- Selling costs-$29,516.97
- Loan balance left-$289,331.98
- Buyer net worth (includes any side savings)$173,100.59
- Renter net worth (invested savings)$182,933.31
- Down payment and closing costs at the start$92,000.00
- Loan amount$320,000.00
- Renting ahead by$9,832.72
How the comparison works
Buying and renting both cost money, and both can build wealth. The calculator follows a month-by-month path for each so you can compare the end result.
- Buying: you put down cash up front (down payment and closing costs), then pay the mortgage, property tax, and upkeep each month. At the end, you sell. Net worth is the home value, minus selling costs, minus the loan balance.
- Renting: you invest the same up-front cash, pay rent, and invest any month where renting costs less than owning. If renting costs more in a month, the buyer invests the difference instead.
For the loan itself, see the mortgage calculator and the amortization schedule. To see how invested money compounds, use the investment growth calculator.
A worked example
| Stay | Buyer minus renter |
|---|---|
| 3 years | -$27,999.83 |
| 5 years | -$20,121.71 |
| 7 years | -$9,832.72 |
| 10 years | +$10,943.20 |
| 15 years | +$63,597.51 |
| 20 years | +$146,550.92 |
The longer the stay, the more the loan balance falls and the price grows, while up-front and selling costs get spread over more years. In this example, buying pulls ahead after 8 years and 7 months.
Break-even rent
| Stay | Break-even rent today |
|---|---|
| 5 years | $2,480.25 |
| 7 years | $2,290.41 |
| 10 years | $2,137.42 |
| 15 years | $2,001.06 |
A shorter stay needs a higher rent to justify buying, because closing and selling costs hit hard when spread over few years. The break-even rent shows how much your rent has to beat to make owning worthwhile.
The assumptions that decide it
- Time you stay. Buying usually needs several years to cover closing and selling costs.
- Home price growth. Prices can rise or fall. A 3% growth is an assumption, not a forecast. Try 0% and 5% to see the range.
- Investment return. A higher return makes renting and investing look better. A cautious number is safer.
- Property tax, insurance, and upkeep. They vary by home and location. Enter your own estimates.
- Rent increases. Rent that rises faster than 3% favors buying.
Common mistakes in rent vs buy math
- Comparing the mortgage payment with rent and stopping there. Tax, insurance, upkeep, and selling costs belong in the comparison.
- Counting home price growth as certain. It is an assumption that can be wrong.
- Forgetting that the down payment could have been invested.
- Ignoring how long you will really stay. A move in two or three years changes the answer.
Frequently asked questions
Is it better to rent or buy a house?
It depends on how long you stay, prices, rates, and rent. On the example numbers, renting comes out $9,832.72 ahead after 7 years, and buying pulls ahead after 8 years and 7 months. Enter your own inputs to check.
How long do I need to stay in a house for buying to make sense?
Buying has up-front and selling costs, so the answer is usually several years. Use the Compare tab to see the break-even point for your numbers. In the example, it is 8 years and 7 months.
How do I calculate the break-even point between renting and buying?
Track net worth under each path each month and find the first month buying stays ahead. The calculator does this for you and shows the result in the explanation line.
What rent makes buying worth it?
Use the Break-even rent tab. In the example with a 7-year stay, buying wins if rent today is above $2,290.41 a month.
Does this calculator include the mortgage interest deduction?
No. Taxes are not modeled, because they depend on your situation. Talk to a tax professional about how owning affects your taxes.
What growth rate should I use for home prices?
No one can know. The 3% in the example is an assumption. Try a lower number and a higher number to see how much the answer moves.
Sources and review
- Standard amortization formula
- Compound growth at a constant assumed return