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Rent vs Buy Calculator

Not which monthly payment is smaller — which choice leaves you wealthier after the years you actually expect to stay, once selling costs, maintenance and the return on invested cash are all counted.

Last reviewed

The address carries whatever you changed, so anyone opening it sees these numbers. Nothing is saved on our side.

Buying pulls ahead in

Year 8

Before then, selling costs and interest outweigh the equity built. From year 8 the buyer’s position is the larger one.

Monthly to buy
$3,615
including maintenance
Monthly to rent
$3,000
at today's rent
Cash up front
$115,000
down payment plus closing
Buying at year 20
$689,851
equity after selling costs
Renting at year 20
$472,817
the invested difference
Difference
$217,034
in favour of buying

Your numbers

Results update as you type. Nothing is saved or sent anywhere.

What the equivalent home would cost to rent

How long you expect to stay

3% appreciation, 3% rent growth, 6% investment return. These three decide the answer.

The two positions over time

Wealth after selling costs, if you sold in that year — the only fair way to compare, because a mortgage payment partly buys equity and rent does not.

RentingBuyingYear 8 · Renting $233,829 · Buying $239,061
$690K$345K$0
1 5 10 15 20

Years from now

Buying and renting positions, year by year
YearBuyingRentingAhead
1$88,363$129,484Renting
2$107,446$144,104Renting
3$127,282$158,848Renting
4$147,906$173,701Renting
5$169,356$188,644Renting
6$191,670$203,661Renting
7$214,891$218,730Renting
8$239,061$233,829Buying
9$264,226$248,934Buying
10$290,436$264,019Buying
11$318,549$279,860Buying
12$348,844$296,651Buying
13$381,470$314,450Buying
14$416,587$333,317Buying
15$454,362$353,316Buying
16$494,977$374,515Buying
17$538,622$396,986Buying
18$585,502$420,806Buying
19$635,835$446,054Buying
20$689,851$472,817Buying

How this calculator works

Two wealth positions, tracked month by month, compared at the point you would sell.

Buying, after N years

home value × (1 − selling costs) − loan balance

Renting, after N years

(deposit + closing costs + monthly difference), compounded

Each side invests whatever the other choice would have cost it more that month, at the return you set. The break-even is the first year the buyer’s position exceeds the renter’s — and if it never does within your horizon, the calculator says so.

The three that decide it

  • Appreciation. Everything the buyer gains beyond paying down the loan.
  • Investment return. Everything the renter gains. Set it equal to appreciation and buying almost always wins; set it far higher and renting does.
  • How long you stay. Transaction costs are paid once and dominate short holds.

All three are inputs, and none of them is knowable in advance. Treat the answer as a map of the trade, not a prediction.

Questions people ask

Because it is a meaningless comparison. Rent buys nothing; part of a mortgage payment buys equity. A mortgage that costs more each month can still leave you wealthier, and often does — but not always, which is the point of running it properly.

An estimate on assumptions you supply. Appreciation, rent growth and investment returns are not constant in reality, and no tax treatment is modelled on either side.