What this estimate uses
Property value, Down payment, Home-loan rate, Loan tenure, Current monthly rent, Annual rent increase, Home appreciation, Compare after.
Planning calculator
Compare estimated home equity with the cost and investment opportunity of renting.
Estimated advantage
—How it works
The renter invests the down payment and any positive monthly difference at 8% annually. Buying costs, maintenance, taxes, and rent deposits are excluded.
This result is an educational estimate. Rates, taxes, fees, product rules, and market returns can change.
India-focused guide
Enter your own values above to compare the long-term financial cost of renting a home versus buying one. The live result separates the most important totals so you can compare scenarios before making a decision.
Property value, Down payment, Home-loan rate, Loan tenure, Current monthly rent, Annual rent increase, Home appreciation, Compare after.
The renter invests the down payment and any positive monthly difference at 8% annually. Buying costs, maintenance, taxes, and rent deposits are excluded.
Detailed guide
The rent-versus-buy calculator compares two estimated wealth positions after the same number of years: a buyer’s home value minus outstanding loan, and a renter’s invested down payment plus any positive monthly saving versus the owner’s EMI. It is a scenario comparison, not a forecast of property prices.
For the buyer, the model calculates a reducing-balance home-loan EMI, grows the property at the selected annual appreciation rate and subtracts the remaining loan balance. For the renter, it starts an investment with the down payment, grows it at a fixed 8% annual rate and adds the positive difference between the owner’s EMI and that month’s rent.
Rent increases once a year at the selected rate. The result is labelled a buying advantage when buyer equity is higher and a renting advantage when the renter’s investment is higher.
FormulaBuyer equity = estimated home value − loan balance; renter wealth = invested down payment + invested positive EMI-minus-rent differences
This example uses a ₹16 lakh down payment, a 20-year loan at 8.5%, ₹25,000 starting monthly rent, 6% annual rent growth and the built-in 8% renter investment return. The home-appreciation assumption alone is changed. The calculated owner EMI is about ₹55,541 and total rent paid is about ₹39.54 lakh in every row.
| Home appreciation | Buyer home equity | Renter investment value | Estimated result |
|---|---|---|---|
| 3% | ₹62.72 lakh | ₹79.10 lakh | Renting ahead by ₹16.38 lakh |
| 5% | ₹85.52 lakh | ₹79.10 lakh | Buying ahead by ₹6.42 lakh |
| 7% | ₹1.13 crore | ₹79.10 lakh | Buying ahead by ₹33.48 lakh |
The model deliberately excludes stamp duty, registration, brokerage, maintenance, repairs, property tax, insurance, rent deposit, moving costs, investment tax and selling costs. These can change the result materially, especially over a short holding period.
It also assumes the renter consistently invests every positive monthly difference. If that saving is spent instead, the renter wealth shown here will not be achieved. Conversely, if rent exceeds the EMI, the model does not withdraw the shortfall from the renter portfolio.
Common questions
No. Rent pays for housing use and flexibility. This calculator treats it as a cash outflow while separately comparing what the renter can invest instead of using a down payment and higher monthly owner payment.
No. Stamp duty, registration, maintenance, repairs, taxes, insurance and selling costs are excluded and should be assessed separately.
The current model uses a fixed 8% annual return on the down payment and positive monthly EMI-minus-rent difference. That return is not guaranteed.
No. Home appreciation is a user-selected constant scenario. Actual prices are location-specific, irregular and can decline.
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