Rent vs Buy Home Calculator

Compare renting with buying a home using equal cash budgets, invested savings, property costs and remaining loan debt.

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Enter an exact value or use a slider. Your result updates instantly.

Formula, example and assumptions
Buying minus renting: net wealth after 10 years-₹18,13,150.71

Home purchase and transaction costs

Indian rupees
Indian rupees

Paid from cash, not borrowed. The loan is the purchase price minus this amount.

%

Combine your stamp duty, registration, legal, brokerage and loan setup costs. These are manual estimates, not state-specific tax rates.

%

Brokerage and other disposal costs at the comparison date. Capital-gains tax is not calculated.

Home loan

%

Renting costs

Indian rupees
%

Changes once a year, beginning with month 13. Negative values model falling rent.

Indian rupees

Paid at the start and returned in full at the comparison date. No interest or annual top-up is assumed.

Indian rupees

For example, rental brokerage and setup costs. Exclude the refundable deposit.

Ownership costs

Indian rupees

Include maintenance, association charges and monthly shares of property tax and home insurance. Exclude EMI and costs identical for both options.

%

Changes once a year, beginning with month 13. This is separate from home-price growth.

Growth assumptions and comparison date

%

A scenario assumption, not a local price forecast. Test flat and falling-price scenarios too.

%

The same rate applies to both portfolios. Converted to an equivalent monthly growth rate. Tax and investment fees are not separately deducted.

Your result

Local calculation
Buying minus renting: net wealth after 10 years-₹18,13,150.71About -₹18.13 lakh

Compare projected wealth at the same future date using equal cash budgets; a positive difference favours buying. Buying assumes a sale and loan repayment, while renting includes investments and the returned deposit.

Home-loan tenure
20 years
Expected effective annual investment return
8 %
Compare after
10 years
Buying: net wealth after selling and clearing the loan
₹82,90,929.22 About ₹82.91 lakh
Renting: investments plus returned deposit
₹1,01,04,079.93 About ₹1.01 crore
See how this is calculated

Positive favours buying; negative favours renting under the entered assumptions. These are projected ending balances, not total cash spent. Both options use the same starting cash and monthly budget.

How the totals add up

Buying: net wealth after 10 years

Projected property sale price
₹1,30,31,157.01
Investments from unused cash
₹0.00
Selling costs deducted
-₹2,60,623.14
Remaining loan repaid
-₹44,79,604.66
Net wealth after sale and loan settlement
₹82,90,929.22 About ₹82.91 lakh

Renting: net wealth after 10 years

Investment value
₹1,00,04,079.93
Rental deposit returned in full
₹1,00,000.00
Net wealth including returned deposit
₹1,01,04,079.93 About ₹1.01 crore

Result breakdown

Buying: net wealth after selling and clearing the loan
₹82,90,929.22 About ₹82.91 lakh
Renting: investments plus returned deposit
₹1,01,04,079.93 About ₹1.01 crore
Same upfront funds for both options
₹21,60,000.00 About ₹21.6 lakh
Scheduled monthly home-loan EMI
₹55,540.69
Highest shared monthly cash budget
₹63,297.33
Same total cash budget through the comparison date
₹95,79,555.98 About ₹95.8 lakh
Projected property sale price
₹1,30,31,157.01 About ₹1.3 crore
Home loan still owed at the comparison date
₹44,79,604.66 About ₹44.8 lakh
Buying: invested unused cash
₹0.00
Renting: investment value excluding the deposit
₹1,00,04,079.93 About ₹1 crore
Upfront purchase costs
₹5,60,000.00 About ₹5.6 lakh
Sale costs at the comparison date
₹2,60,623.14 About ₹2.61 lakh
Home-loan interest paid through the comparison date
₹47,44,487.09 About ₹47.44 lakh
Projection over timeValues progress from -₹6,95,000.00 to -₹18,13,150.71.
Month 0: buying minus rentingMonth 120: buying minus renting
View net wealth at year-end and the final comparison month

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Net wealth at year-end and the final comparison month
MonthBuying: net wealthRenting: net wealthRemaining loanBuying: monthly outflowRenting: monthly outflow

Both options start with the greater of purchase cash or rental deposit plus setup costs. Unused starting cash is invested. Each month both receive the greater housing outflow as their budget and invest any difference at month-end, including after loan payoff. Net wealth assumes a sale, loan settlement and full deposit refund on the comparison date. Taxes, investment fees and affordability are not estimated.

Check the inputs and method

These are your current inputs, not the worked example further down the page.

Home purchase price
₹80,00,000
Down payment
₹16,00,000
Upfront purchase costs (% of home price)
7 %
Sale costs (% of future sale price)
2 %
Annual home-loan interest rate
8.5 %
Home-loan tenure
20 years
Starting monthly rent for a comparable home
₹25,000
Annual rent increase
5 %
Refundable rental deposit
₹1,00,000
One-time non-refundable rental costs
₹25,000
Monthly maintenance and other owner costs
₹5,000
Annual increase in owner costs
5 %
Expected annual home-price growth
5 %
Expected effective annual investment return
8 %
Compare after
10 years

Method

Loan EMI = principal ÷ Σ(1 + annual loan rate ÷ 1200)^(−month). Starting funds = max(down payment + purchase costs, rental deposit + setup costs). Each month, budget = max(EMI + owner costs, rent); each option invests budget minus its housing outflow. Buying net wealth = investment value + home value − sale costs − remaining loan. Renting net wealth = investment value + returned deposit.

Read the worked example and assumptions

How this calculation works

Rent and EMI alone do not describe the same financial outcome. Part of an EMI becomes home equity, while a renter may keep the down payment invested. This comparison accounts for those assets and gives each option exactly the same cash at the start and in every month. Whoever spends less on housing invests the difference. The result compares net wealth after the same number of months, allowing for a home sale, selling costs, outstanding debt and recovery of the rental deposit.

Loan EMI = principal ÷ Σ(1 + annual loan rate ÷ 1200)^(−month). Starting funds = max(down payment + purchase costs, rental deposit + setup costs). Each month, budget = max(EMI + owner costs, rent); each option invests budget minus its housing outflow. Buying net wealth = investment value + home value − sale costs − remaining loan. Renting net wealth = investment value + returned deposit.

Worked example

This example uses illustrative inputs. Your current result is shown above.

For a ₹12,00,000 home, ₹2,40,000 down payment and a 10-year loan at 0%, EMI is ₹8,000. With rent ₹6,000, owner costs ₹1,000/month, a one-year comparison and all growth rates, deposits and transaction costs at 0, both options receive ₹2,40,000 upfront and ₹9,000/month. Renting invests ₹2,40,000 plus ₹3,000/month, ending with ₹2,76,000. Buying ends with ₹12,00,000 − ₹8,64,000 debt = ₹3,36,000. Buying is ahead by ₹60,000 under these illustrative assumptions.

Assumptions and limits

  • Compare similar homes over the same horizon. The monthly budget is the greater of the two housing costs, so it may change over time. This is not a household affordability assessment.
  • Both options have identical starting funds: the higher initial cash requirement. Any initial surplus is invested. Both receive the same monthly cash budget and invest unused cash at month-end.
  • The home loan has a fixed nominal annual rate and monthly reducing-balance payments. EMI stops when the loan is repaid; any newly freed budget is invested through the chosen horizon.
  • Rent and owner costs rise in annual steps after every 12 months. Home values and existing investments grow monthly at rates equivalent to their effective annual assumptions.
  • The rental deposit earns no interest, never increases and is fully recovered on exit. Non-refundable rental setup costs are separate.
  • Net wealth assumes the home is sold and remaining debt settled at the comparison date. Each table checkpoint applies sale costs once to a hypothetical sale at that date, not repeatedly.
  • Income-tax deductions, capital-gains tax, investment tax, separate investment fees, moving costs, rent defaults, unexpected repairs and changing loan rates are not modelled. Add predictable owner costs to the monthly input.

Questions people ask

Does the calculator always invest the difference for the renter?

No. The lower-cost option invests the difference in each month. If rent is higher, or the home loan has already ended, the buyer may invest more. Both options use the same monthly budget throughout.

What happens if I compare a period shorter or longer than the loan?

Before payoff, the owner’s final value subtracts the loan balance still owed. After payoff, EMI becomes zero and the buyer invests unused housing budget through the same comparison date. You can switch both durations between years and months.

Are stamp duty, HRA and tax benefits automatically included?

No. Enter expected stamp duty, registration, brokerage and other purchase charges in upfront purchase costs. HRA exemption, home-loan deductions and capital-gains tax require separate current rules and personal details and are not applied here.

Why are both options given the larger upfront amount?

Buying commonly requires more starting cash, but a rental deposit could also be unusually large. The higher requirement becomes the shared starting funds. Each option invests whatever is left after its own upfront payments, keeping the comparison fair in either case.

Is a positive buying result a recommendation to purchase?

No. It is a difference under constant growth and rate assumptions. Test lower home-price growth, higher owner costs and different time horizons. Job stability, liquidity, location, flexibility and risk can matter more than one projected amount.

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