About this calculator
A parking space follows the same logic as a house, only smaller and simpler: buying ties up a lump sum up front, renting spreads the cost evenly and keeps your cash invested. The deciding factors are the same — how long you hold it, and the rent the space would otherwise cost you each month. Because a parking space has no mortgage, the comparison is cleaner: the only yearly cost of owning is the management fee, and the only thing buying gives back is the resale value.
This calculator compares the two paths as net costs. For buying, net cost is the upfront cash (price plus transaction costs) plus all management fees, minus what a sale would return after selling costs. For renting, net cost is all rent paid minus what the upfront cash would have grown to if invested instead. The first year buying's net cost drops below renting's is the breakeven year. Use the country menu at the top to load starting assumptions for the United States, China, Taiwan, the United Kingdom, Canada or Australia — or pick Other (custom) and fill in your own. These presets are editable starting points, not market statistics.
How to use it
- Enter the price of the space you would buy and the rent for a comparable space.
- Add the management fee per month and the transaction and selling costs as shares of the price and the sale value.
- Enter your assumptions for value growth, rent growth and the return you would earn by investing the upfront cash instead.
- Set how long you plan to hold it, then read the breakeven year first and the table second: if your hold is shorter than the breakeven year, renting wins on the numbers.
The formula
The sale value grows (or shrinks) with the appreciation rate each year, and selling costs are taken off the value at year N. Rent rises at the start of each year at the rent growth rate. The renter is credited with the growth on the full upfront cash — the same treatment as the house version — which is why a high investment return makes renting look strong over long horizons.
Worked example
A ¥150,000 parking space in China with 3% transaction costs needs ¥154,500 upfront. Rent for a comparable space is ¥500 a month growing 2% a year, the management fee is ¥100 a month, and the space is assumed not to appreciate at all (0%). At these averages buying never breaks even within 30 years: after 5 years renting is still ahead by ¥6,883.60, and at a planned 10-year hold the net cost of buying is ¥19,500.00 against ¥12,563.25 for renting — renting ahead by ¥6,936.75. The rent is simply low relative to the price: at ¥600 a month instead of ¥500, buying would break even in year 6. The United States defaults tell the same story: a $30,000 space renting for $150 a month never breaks even within 30 years at a 5% investment return, because the invested $30,600 upfront grows faster than the rent it saves — a reminder that a cheap space with a low rent is not automatically a good buy.
Frequently asked questions
What if the parking space is a 40- or 50-year use right, not ownership?
Then the value does not just grow slowly — it falls toward zero as the term runs out. Model that by setting value growth negative: about -11% a year shrinks ¥150,000 to about ¥1,418 over 40 years. Or set the hold to the remaining term and read the table: if the space cannot be resold at all, buying only wins when the rent you avoid over the hold beats the upfront cash plus management fees, which the table shows directly.
What if the management fee is already included in the rent?
Then set the management fee to zero. The fee belongs on exactly one side of the comparison: if the rental quote bundles it, the renter already pays it inside the rent, and counting it again as an owning cost would double-charge buying. The same applies the other way: if owners pay a separate fee that renters do not, keep it in.
Why is the China preset value growth 0%?
Deliberately conservative. Parking spaces usually appreciate far less than homes — in many Chinese cities they have been flat or falling while home prices rose, because new buildings keep adding supply and a space earns no rental yield comparable to a home. Starting from 0% keeps the breakeven honest; if your area has genuinely rising space prices, raise the figure and watch the breakeven move earlier.
What moves the breakeven year most?
In order: the price-to-rent ratio (a space that costs many years of rent to buy needs a long hold or strong appreciation to win), how long you hold it, and the investment return on the upfront cash. At the United States defaults the investment return alone decides it: 5% a year on $30,600 outruns $150 a month of rent, so buying never catches up within 30 years.
Is the breakeven year a permanent win for buying?
No — it is the first year buying pulls ahead. With a high investment return, the renter's invested cash keeps compounding and can retake the lead over very long horizons: at the Australia defaults buying wins from year 8 but renting is ahead again by year 15. Always check the table at your planned hold, not just the headline year.
What formula does this parking space rent vs buy calculator use?
Upfront = price × (1 + transaction %); Net cost of buying (year N) = upfront + management fee × 12 × N − price × (1 + appreciation)^N × (1 − selling %); Net cost of renting (year N) = rent paid to N − upfront × ((1 + investment return)^N − 1) The sale value grows (or shrinks) with the appreciation rate each year, and selling costs are taken off the value at year N. Rent rises at the start of each year at the rent growth rate. The renter is credited with the growth on the full upfront cash — the same treatment as the house version — which is why a high investment return makes renting look strong over long horizons. The worked example on this page applies the formula step by step with real numbers, so you can verify the result by hand.