FreeCalculators

Mortgage vs Rent Calculator

Evaluate the financial impact of buying versus renting with our mortgage vs rent calculator. Make smarter housing choices today!

Loans & Mortgage · Reviewed by FreeCalculators Editorial · Updated 2026-09-01

How it works

The Mortgage vs Rent Calculator helps you analyze the financial implications of buying a home versus renting over a specified period. It considers key factors like home price, down payment, mortgage rate, property tax, monthly rent, and expected rent increases. For instance, with a home price of $350,000 and a down payment of 20%, your mortgage amount would be $280,000. At a mortgage rate of 7%, your monthly payment would be approximately $1,860, excluding property taxes. Over 10 years, with a property tax of $4,200 annually and a home appreciation rate of 3%, you would build equity while also incurring costs. Meanwhile, if you rent for $2,000 a month with an annual rent increase of 3%, your total rental payments would accumulate significantly. The calculator computes total costs for both scenarios, allowing you to see the net advantage of buying versus renting, which can help you make informed housing decisions.

Tips

  • Consider additional costs of homeownership such as maintenance and insurance when calculating total expenses.
  • Factor in potential changes in income or lifestyle that may affect your ability to stay in a purchased home long-term.
  • Keep an eye on market trends; if home prices are rising, it may be a good time to buy rather than rent.
  • Review your credit score before applying for a mortgage, as a higher score can lead to better interest rates.

Frequently asked questions

What is the total cost of buying a home in this example?
The total cost of buying a home over 10 years would include mortgage payments, property taxes, and any additional costs. Based on the defaults, it would be approximately $228,000.
How does the calculator account for rent increases?
The calculator assumes a 3% annual increase in rent, which compounds over the years, leading to a total rental cost of about $265,000 over 10 years.
What equity will I build in 10 years?
In this scenario, you would build approximately $85,000 in equity after 10 years, assuming a 3% annual appreciation in home value.
What is the net advantage of buying versus renting?
The net advantage of buying versus renting in this example is around $57,000, favoring the purchase option over the rental option.