JOELLEN WRIGHT,
London North
1673 Richmond Street, London ON N6G 2N3CA
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| Take your total monthly gross income (before tax) | $ |
| Multiply it by the maximum GDS Ratio (30%) | $ |
| This is the maximum amount available for your mortgage payment (principal and interest), property taxes and 50% of condo fees (if applicable) | $ |
Example: John and Jackie have a gross family income of $66,000 per year, or $5,500 per month. No more that $1,650 ($5,500 x 30%) can be applied to housing expenses.
Step Two
Calculate Your Total Debt Service Ratio (TDS)
Your TDS takes into account monthly housing expenses plus other debts and loans you may have. To calculate your Total Debt Service Ratio (TDS):
| Take your monthly gross income (before tax) | $ |
| Multiply it by the maximum TDS ratio (40%) | $ |
| Subtract your regular monthly expenses (eg. credit cards, car payments, personal loans) | $ |
| Tis is the maximum amount available for your mortgage payment, property taxes and 50% of condo fees (if applicable) | $ |
Example: John and Jackie have a gross family income of $66,000 per year, or $5,500 per month. They also have 2 car payments totalling $575 per month, a student loan of $150 per month and credit card payments of $175 per month. They can apply nio more than $1,300 of their monthly income to housing costs ($5,500 x 40% = $2,200 - $900 = $1,300).
Step Three
Calculate the amount available to apply to your monthly mortgage payment. This figure will be used to calculate how much mortgage you are eligible for. To calculate this amount:
| Identify the lower of your GDS or TDS | $ |
| Subtract an appropriate amount for property tax | $ |
| This is the amount we will now use to calculate how much mortgage you are eligible for. | $ |
Using the example of John and Jackie, their TDS ($1,300) is lower than their GDS ($1,650) and they estimate their property taxes will be $175 per month. They have $1,125 available to apply to their monthly mortgage payment. (i.e. $1,300 - $175 = $1,125)
Step Four
Determine The Purchase Price You Can Afford
- Using the figure calculated in Step 3, find the closest matching number in Column A
- The correspinding number in Column B is your approximate eligible mortgage amount
- In Column C record the down payment amount you have available
- In Column D add the numbers identified in columns B and C together
This equals approximately the price of the home that you can afford. In our example John and Jackie, the amount calculated in step 3 was $1,125. They also saved a down payment of $30,000. With a monthly payment of $1,125 (refer to column A) they are eligible for an approximate mortgage of $130,000 (refer to column B). With their down payment of $30,000, they can afford to buy a home worth approximately $160,000.
*Note: The monthly payment in column A includes principle and interest payment per month based on interest rate of 6.75% and 25 year amortization.
| *Monthly Payment | Eligible Amount of Mortgage |
| $686 | $100,000 |
| $823 | $120,000 |
| $960 | $140,000 |
| $1,097 | $160,000 |
| $1,234 | $180,000 |
| $1,371 | $200,000 |
| $1,713 | $250,000 |
| $2,056 | $300,000 |
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C |
D House Price You Can Afford |
| + | = |
