Solve for the return on investment (ROI) and compound CAGR of your real estate deals, accounting for leverage, holding cash flows, and capital gains.
Down payment (₹16,00,000) plus acquisition costs.
Future value (₹1,30,31,157) minus outstanding loan & commission.
All gains (Rent + Equity appreciation) minus all outlays (EMIs, Reno, Maintenance).
Total ROI: 88.1% over 10 yrs.
Observe the compound growth of your asset value against the declining loan balance. The gap represents your home equity.
Understanding the Leverage Multiplier Effect
Real estate returns are highly amplified by leverage. By investing only 20% down payment (₹16 Lakhs on an ₹80 Lakhs property), any appreciation in the overall property value yields returns on your initial equity. E.g., if the property appreciates by 30% (₹24 Lakhs gain), your return on down payment is over 150%, minus interest paid. This is why leveraged ROI (CAGR) can be significantly higher than simple property price appreciation.
Measuring returns in real estate is more complex than in stocks or fixed deposits. Unlike paper assets where you simply buy at price A and sell at price B, real estate involves a mix of upfront capital expenditures (renovations, registration), ongoing debt obligations (mortgage EMIs), monthly operational cash flows (rental income minus maintenance), and leveraged capital appreciation at exit.
Real Estate ROI (Return on Investment) measures the efficiency of a property deal by comparing the net profit earned over a holding period against the actual cash you invested out-of-pocket.
The single most powerful concept in real estate investing is leverage—using borrowed bank capital to fund the purchase.
If you buy an ₹80 Lakhs property completely in cash, a 30% rise in market value (₹24 Lakhs) yields a simple 30% return on your investment. However, if you take a home loan and only invest a 20% down payment (₹16 Lakhs out-of-pocket), that same ₹24 Lakhs rise in market value yields a 150% return on your invested cash (minus interest paid and exit fees). This is called the leverage multiplier effect and is the primary vehicle through which real estate wealth is built.
Our ROI simulator models all holding-period cash flows, debt principal paydown, interest accumulation, and exit appreciation to solve for total ROI and annualized CAGR:
Initial Cash Invested = Down Payment + Upfront Costs (Stamp Duty + Brokerage) + Renovation Costs
Note: If no loan is used, the Down Payment equals the full Property Purchase Price.
For each year t during the holding period:
Gross Annual Rent(t) = Monthly Rent * [1 + rentEscalation / 100]^(t-1) * 12 * 0.95
Note: Assumes a standard 5% vacancy rate.Operating Expenses(t) = Maintenance Cost(t) + Property Taxes
Where maintenance increases with property appreciation.Annual Loan Cost = Monthly EMI * 12Net Flow(t) = Gross Annual Rent(t) - Operating Expenses(t) - Annual Loan CostSale Price = Purchase Price * [1 + appreciationRate / 100]^holdingPeriodSelling Expenses = Sale Price * [sellingBrokerageRate / 100]Cash from Sale = Sale Price - Selling Expenses - Outstanding Loan BalanceNet Profit = Cash from Sale + Cumulative Rental Income - Total Outflows
Where Total Outflows = Initial Cash Invested + Cumulative EMIs Paid + Cumulative Expenses.Total ROI = [Net Profit / Initial Cash Invested] * 100Annualized CAGR = [[(Initial Cash Invested + Net Profit) / Initial Cash Invested]^[1 / holdingPeriod] - 1] * 100When auditing a property deal, keep an eye on three core indicators: