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Updated 2026-06-13 · Real Estate · Educational use only ·
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Landlord vs Tenant Cost Comparison

Buy vs rent comparison.

Compare long-term financial position of buying a home vs renting an equivalent property and investing the deposit difference.

What this tool does

This tool compares the long-term financial position of buying a home against renting an equivalent property, using an equal-cash-flow approach. The buyer puts down a deposit and pays a monthly housing cost made up of the mortgage payment plus maintenance. The renter invests the same deposit and invests the monthly difference between the two housing costs at an alternative return rate. The calculator then compares each side's net worth at the end of the chosen period: the owner's home equity (projected appreciation minus the outstanding loan) against the renter's investment balance. Property appreciation, the alternative return, and the gap between the mortgage and the rent are the main drivers. The model holds appreciation and returns constant and, with no interest rate entered, keeps the loan balance flat rather than modelling principal paydown. It excludes transaction costs, taxes, insurance, and rent increases. Results are illustrative and simplified.

Quick answer: with the default values, the result is $101,867.43 (Renting Ahead By). Adjust the values below for your own figures.


Enter Values

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Formula Used
Property price
Annual appreciation rate
Years
Outstanding loan (property price minus deposit)
Deposit invested by the renter
Monthly alternative return rate
Monthly housing-cost difference, invested by whichever side pays less

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Disclaimer

Results are estimates for educational purposes only. They do not constitute financial advice. Consult a qualified professional before making financial decisions.

Comparing buying against renting over the long run depends on more than the monthly payment. This calculator puts both paths on an equal-cash-flow footing. The buyer puts the deposit into the home and pays the monthly housing cost, while the renter invests the same deposit and invests the monthly difference between the two housing costs at an alternative return. It then compares each side's net worth at the end of the period.

Take the defaults: a 400,000 property, a 25% deposit (100,000), an 1,800 monthly mortgage plus 1.5% annual maintenance, against 1,500 a month in rent over 10 years. The owner's monthly housing cost runs higher than the rent, so the renter invests the 800 gap each month, alongside the 100,000 deposit, at 7%. After 10 years the renter's investments reach roughly 339,000. The owner's home equity, based on 3% annual appreciation and a flat loan balance, reaches roughly 238,000. On these assumptions renting ends about 102,000 ahead.

The outcome turns on three inputs above all: the alternative return, the property appreciation rate, and the gap between the mortgage and the rent. Push appreciation toward 6-8%, or narrow the mortgage-to-rent gap, and the balance moves toward owning. Lower the investment return, or widen the cost gap, and it moves toward renting. There is no universal answer here; the result is whatever the assumptions you enter imply.

Quick example

With a property price of 400,000, a 25% deposit, an 1,800 monthly mortgage and 1,500 monthly rent over 10 years, the result is 101,867.43 in the renter's favour. Change any figure and watch the output shift. Seeing the pattern is often more useful than memorising the formula.

Which inputs matter most

You enter Property Price, Deposit %, Monthly Mortgage Payment, Monthly Rent, Time Period, Alternative Return, Property Appreciation, and Annual Maintenance. The appreciation rate and the alternative return tend to move the result most, because both compound across the full period.

What's happening under the hood

The renter's net worth is the deposit plus the monthly housing-cost difference, both grown at the alternative return. The owner's net worth is the projected home value minus the outstanding loan. The loan is held flat: with no interest rate entered, principal paydown is not modelled, so the owner's equity here comes from appreciation alone. The full formula is listed below, so you can retrace the working by hand.

What this leaves out

This is a simplified model. It excludes buying and selling transaction costs, property and rental taxes, insurance, rent increases over time, and any principal paid down on a repayment mortgage. Real outcomes vary with all of these, so the figure is best read as one scenario rather than a forecast.

Example Scenario

£400,000 property with 25% down vs £1,500 rent over 10y at 7% = $101,867.43.

Inputs

Property Price:£400,000
Deposit %:25%
Monthly Mortgage Payment:£1,800
Monthly Rent (equivalent property):£1,500
Time Period:10
Alternative Return %:7%
Property Appreciation %:3%
Annual Maintenance %:1.5%
Expected Result$101,867.43
Expected Result breakdown
Owner Net Worth (Home Equity)$237,566.55
Renter Net Worth (Investments)$339,433.98
Projected Home Value$537,566.55
Monthly Amount Invested$800.00

This example uses typical values for illustration. Adjust the inputs above to match a specific situation and see how the result changes.

Sources & Methodology

Methodology

The calculator places buying and renting on an equal-cash-flow basis. The owner's monthly housing cost is the mortgage payment plus annual maintenance (a percentage of property value, spread across the year). The renter's housing cost is the monthly rent. Whichever side has the lower monthly cost is treated as investing the difference, alongside the deposit, at the alternative return rate, compounded monthly. The owner's ending net worth is the projected home value (property price grown at the appreciation rate) minus the outstanding loan, which is held flat because no interest rate is supplied. The renter's ending net worth is the deposit plus the invested monthly differences, grown at the alternative return. The model assumes constant appreciation, rent, and return rates, and excludes transaction costs, taxes, insurance, mortgage principal paydown, and rent increases.

Frequently Asked Questions

Which is better - buy or rent?
It depends on the inputs, especially property appreciation, the alternative investment return, and the gap between the mortgage and the rent. A longer horizon and higher appreciation tend to move the result toward buying; a higher investment return and a larger monthly cost gap tend to move it toward renting. With the default figures the model shows renting ahead, but small changes to appreciation or return can flip that. The calculator shows the trade-off for the numbers you enter rather than pointing to a single answer.
Hidden costs of buying?
transfer tax (where applicable on additional homes), legal fees (1-2k), survey (300-1000), mortgage fees (0-2000), maintenance (1-2% of value annually), buildings insurance, local property tax. Total transaction + annual carrying often 4-6% of property value vs renting's 0% transaction cost.
Renting flexibility value?
Renting typically allows quicker relocation, often on one to three months' notice, while buying usually involves transaction costs that take several years to recoup. The shorter the expected stay, the more those one-off buying costs weigh on the comparison. This calculator focuses on the financial side; mobility and certainty about where you'll live are personal factors it doesn't quantify.
Personal factors beyond math?
Stability (security of tenure), pride of ownership, decoration freedom, building family wealth long-term, generational transfer. These matter beyond pure ROI. Culture strongly favours ownership; some European countries equally happy renting long-term. Personal preferences ultimately drive decision.

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