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Mortgage vs Rent Calculator

Buy-vs-rent isn't just monthly mortgage vs monthly rent. The honest comparison includes opportunity cost on your down payment, principal build, property tax, maintenance, insurance, transaction costs, and what your invested rent-savings would have grown to. This calculator runs all of that side by side.

Buy

Rent

Invest savings in

🏢 Renting + investing wins

by $1,105,961 over 30 years

Buy Net Worth

$982,378

Home: $982,378

Rent Net Worth

$2,088,339

Investment portfolio

Monthly Mortgage

$1,770

P&I only

Down Payment

$70,000

Total Interest

$357,125

Buy (home equity) Rent (investment portfolio)

This simplified model doesn't include closing costs, insurance, HOA, tax deductions, or selling costs. Use as a directional guide, not financial advice.

How the Mortgage vs Rent Calculator Works

What "wealth" actually means in this comparison

For a fair buy-vs-rent comparison, you can't just compare monthly payments. The buyer is building equity (principal payments + appreciation) while paying interest, property tax, maintenance, insurance. The renter could be investing the difference between rent and (hypothetical mortgage + tax + maintenance) plus the down payment. Net worth = home equity for the buyer; cumulative invested portfolio for the renter. The honest comparison is which side has more total wealth at the end of the horizon — not who pays less per month.

How wealth is compared

In the buy scenario: down payment lump sum + monthly mortgage + tax + maintenance. Equity builds on each principal payment plus appreciation. In the rent scenario: monthly rent. The difference between rent and (mortgage + tax + maintenance) — plus the down payment lump sum — gets invested at your chosen return. We compare net worth at the end of the horizon.

The 5 / 15 / 30 year break-even curve

In typical markets, buying breaks even with renting somewhere between 5 and 10 years of ownership — earlier in cheap markets with low price-to-rent ratios, later in expensive markets where invested rent-savings compound aggressively. Below the break-even, transaction costs (~5-8% of purchase price for buy + sell) plus higher early monthly costs favour renting. Above it, equity build and appreciation start to dominate. If you're sure you'll stay 7+ years, buying is usually competitive; under 5 years, renting almost always wins on pure financials.

What we don't model (and why it matters)

Property appreciation variability: we use a single rate, but real markets fluctuate by ±5% in any given year. Mortgage rate changes: you're assumed to hold one rate; in reality refinancing or rate resets matter. Future rent inflation: we use one rate, but real rent compounds variably. Forced moves: life events that force a sale before break-even cost the buyer more than the renter. Liquidity: equity isn't cash, you can't partially withdraw without a HELOC or sale. Treat the calculator output as a base case; reality has wider error bars.

Frequently Asked Questions

What's the "5% rule" of home buying?

A back-of-envelope simplification: the total annual cost of owning (mortgage interest + property tax + maintenance) typically runs around 5% of the property value. If renting an equivalent property costs less than 5% of the property's price annually, you're renting "below the rule" and might come out ahead by renting + investing the difference. If renting costs more than 5%, ownership is likely competitive. Useful as a quick check before running detailed numbers.

What's the price-to-rent ratio?

Property price ÷ annual rent for an equivalent property. Below 15: buying typically wins. 15-20: roughly break-even. Above 20: renting typically wins, often dramatically. London and SF Bay Area sit around 25-30 (rent-favoured). Smaller US cities sit at 12-18 (buy-favoured). Ratios over 30 are a strong signal that home prices have detached from rental fundamentals — historically a precursor to corrections.

Why does this calculator often favour renting in expensive cities?

In high-price-to-rent markets, the down payment is enormous and the foregone investment returns on it (compounded for decades) dwarf the equity build on a property whose appreciation is more constrained at the high end. Plus monthly carry costs (tax + maintenance + insurance) scale with property value, making expensive properties expensive to hold even after they're paid off. The math doesn't moralise — it just adds up.

Doesn't a mortgage amplify gains via leverage?

Yes — if a £400k property goes up 5% and you only put £40k down, your equity gain looks like 50%. The calculator captures this in the equity-build component. But the same leverage works in reverse: if the market drops 10% and you're selling, you can owe more than the house is worth (negative equity). The calculator doesn't model negative-equity scenarios; reality occasionally produces them, especially in the first few years of a mortgage.

Why does this often favour renting in shorter horizons?

In high-cost markets, the cost of buying (down payment, transaction costs, maintenance) often exceeds rent + invested-difference for shorter horizons. The break-even typically lands at 5-10 years depending on market. Below that, transaction costs of buying then selling eat into any equity built.

Should I count the "forced savings" psychological benefit of a mortgage?

Real but not quantifiable here. A mortgage forces you to save (via principal payments) where renting + intending to invest the difference often fails behaviourally. The calculator assumes the renter actually invests the savings; for many people, that's optimistic. If you wouldn't reliably invest the difference, owning is psychologically a better forced-savings vehicle even when the financial math is closer.

What returns should I assume on the invested rent savings?

Same logic as any long-horizon investment: 7-10% nominal for diversified equity, 5-7% for balanced stocks/bonds, 3-5% for bonds. The Realistic Returns toggle pulls actual CAGR for any asset you'd invest in. Don't assume your invested rent savings stay in cash — if they do, the calculator dramatically over-favours buying because cash returns lose to inflation.

What about lifestyle factors?

Not modelled. Stability, customisation, neighbourhood roots, kids in school — all valid reasons to buy that the maths doesn't capture. Equally, flexibility, lower upfront commitment, easier moves for jobs or relationships are valid reasons to rent. Use this as one input among several, not a verdict.

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