
Start with the property. Pankaj Bhatia's illustration works out the true purchase cost and monthly rental cash flow first. It then asks one simple question: does the property require money from you each month, or does it generate money for you? From there, it shows only the investment and leverage comparisons that fit that cash-flow situation.
This strategy calculator is used by Pankaj Bhatia, CHS, PFA to prepare personalized client illustrations. It works out the full purchase cost, the property's monthly cash flow, mortgage paydown, appreciation and selling costs, then compares the property with investing the same cash and, where it fits, with cash-flow-supported investment leverage. You receive a year-by-year comparison and a PDF report.
Please contact Pankaj Bhatia for an illustration with your own numbers.
Purchase price $500,000 with $100,000 down. Ontario land transfer tax of $6,475 and other closing costs bring the cash needed at purchase to $109,375. Mortgage $400,000 at 5.00% over 25 years ($2,326.42 a month). Rent $3,000 a month rising 2% a year, 3% vacancy, property tax $4,500, insurance $1,800 and $200 a month maintenance, with expenses rising 2% a year. In the first month the property needs about $141.42 from the investor, so B invests that same amount each month, and C uses it to carry a $29,700 investment loan at 5.70% (Prime 4.45% + 1.25%). Portfolio fee 0.50% a year; 5% selling cost and $2,500 sale legal fees. Results are before tax.
| Property appreciation / portfolio return | A. Rental property | B. Invest the same cash | C. Same budget + leverage | D. Same contribution + extra leverage |
|---|---|---|---|---|
| 3% / 6% | $852,832 | $324,363 | $373,787 | $380,829 |
| 3% / 8% | $852,832 | $471,210 | $556,690 | $566,735 |
| 3% / 10% | $852,832 | $679,870 | $816,680 | $830,917 |
| 5% / 8% | $1,252,242 | $471,210 | $556,690 | $566,735 |
Net wealth after 20 years: property value less the remaining mortgage and selling costs plus reinvested rental surplus (A); investment portfolios less any investment-loan principal (B–D). With the optional 25% gain-tax sensitivity switched on, the 3% / 8% row becomes $760,376, $381,392, $444,862 and $453,036. Rental-income tax, capital cost allowance recapture, mortgage renewals and changing Prime rates are not modelled. Hypothetical illustration, not a forecast or recommendation.
This calculator is designed to answer a practical Canadian investor question: if the same pool of money could be used to buy a rental property or build an investment portfolio, what does each path look like after buying costs, mortgage debt, monthly cash flow and investment growth are considered?
Instead of comparing a property's headline market value with an investment account balance, the calculator follows the investor's actual dollars. It begins with the cash required to complete the real-estate purchase, then measures mortgage paydown, property appreciation, rental income, operating expenses, positive or negative monthly cash flow and estimated selling costs, including an optional mortgage-break penalty and pre-sale renovation allowance. The investment alternatives use the same starting capital and, where appropriate, the same monthly cash commitment.
The calculator first asks whether the rental property requires a monthly contribution or creates a monthly surplus. That number determines which comparison is most relevant. If the property has a shortfall, the investment alternative can receive the same monthly contribution. If the property has a surplus, the calculator shows the difference between reinvesting that surplus, using it to support investment-loan interest, or using an equivalent monthly amount in a separate investment strategy.
For the rental-property strategy, net wealth is based on projected property value less the remaining mortgage and selected selling costs, plus any accumulated or reinvested positive rental cash flow. For leveraged investment strategies, the calculator shows the investment portfolio and then subtracts the outstanding investment-loan principal. This helps avoid treating borrowed money as if it were the investor's own wealth.
A real-estate comparison should not start with the down payment alone. Depending on the province, municipality, property type and financing arrangement, the investor may also incur land transfer or registration charges, legal fees, appraisal or inspection costs, lender or broker fees, mortgage setup costs, mortgage insurance or lender premiums, taxes on certain purchases and other closing expenses. These inputs are included so the investment comparison can start with the same amount of capital that would actually have been required to complete the property purchase.
The projected sale value can be reduced by more than the realtor commission and legal fee. A mortgage may be discharged before its maturity date, which can create a prepayment penalty, and a property may require repairs or renovation before it is ready for sale. This calculator therefore includes separate fields for a mortgage-break or prepayment penalty and a pre-sale renovation or refresh budget. Actual penalties depend on the mortgage contract and lender calculation, so a lender payout statement should be used when available.
Real estate and investment markets do not grow at fixed rates. The calculator therefore allows the user to change the expected annual property appreciation rate and the expected portfolio return. Testing several combinations can be more useful than relying on a single projection. A higher illustrated result is not a guarantee that one strategy will outperform another.
It starts with the same cash that would be required to buy the property. When the property needs a monthly top-up, the non-real-estate comparison can invest the same monthly amount. When the property creates positive cash flow, that surplus is identified separately so it is not accidentally attributed to a scenario where the property was never purchased.
They can be. The calculator includes fields for land transfer or registration costs, legal fees, inspection, appraisal, lender fees, mortgage setup costs, mortgage insurance or lender premiums paid in cash, additional purchase taxes, new-construction tax adjustments and other acquisition costs.
Yes. The selling-cost section includes separate inputs for the percentage-based selling cost, sale legal and discharge costs, an estimated mortgage-break or prepayment penalty, pre-sale renovation or refresh costs and an estimated tax-on-disposition adjustment. Because mortgage penalties depend on the lender and mortgage contract, use the lender's payout estimate when available.
Because Option B assumes the property is not purchased. Without the rental property, there is no rental income and therefore no property-generated surplus. The calculator does not invent a personal monthly contribution when the property is cash-flow positive. Option D appears only when the property has a negative cash-flow shortfall, because that amount represents money the investor would really have to contribute from personal cash flow.
It is an illustration of how much investment borrowing a monthly cash-flow amount could approximately service on an interest-only basis. The calculator considers the entered Prime rate and the loan-size spread, then deducts the investment-loan principal when calculating net ending wealth.
The calculator shows the shortfall as additional monthly cash required from the investor. It does not silently assume the property can carry a loan that its cash flow cannot support.
Yes. An illustration can use any investment-return and property-appreciation assumption, and several combinations can be compared, as in the worked example on this page.
No automatic tax deduction is assumed. Interest deductibility depends on the use of borrowed funds and the investor's tax circumstances, so tax advice should be obtained separately.
Yes. Pankaj Bhatia can prepare it with your property's numbers and send it as a PDF report, an email or WhatsApp summary, or a private link that opens your illustration for a limited time.
A fair comparison must measure investor wealth, not just asset values.
Leverage means a smaller amount of investor capital controls a larger asset. Rent can also service interest, operating costs and principal repayment.
Liquidity, diversification, low operating friction and automatic compounding can make the investment route easier to maintain.
What is the ending net wealth after using the same initial capital and the same ongoing out-of-pocket cash?