回复: Rent vs Buy 租房 vs 买房 (一)
Next reason that I couldn't pursuade myself by your calculation is that you were assumming every factor is good for you. This includes the house price drop sharply, interest rate stays low, consistently high investment repayment, etc.
Also, when you calculate the "net lost" in "buy-now" situation, you should use lost - equity which is 28,539 -$11,493 = $17046. This is lower than the lost for rent number of $24,000, assuming that you are really good on investment, you provided.
Plus, if you rent for the next two years, you won't buy at that time if the house price really drops that sharp. You'll wait for the further price drops. Am I right?

If I do that, then I should also include the extra $50-100k of down-payment that I save over the next 2 years?
to buy a 400K condo, according to your assumption (15% -20% price drop), decrease of the DP is 15K - 20K, not 50K - 100K.
You save more to buy with [high down-payment @ higher interest rate] compared to [low DP @ lower interest rate].
Let's calculated based on the situation you described:
1. now: 400K/25%/3.5%/25yrs --> $1498/mth
2. after 2 yrs: 340K/25%/4.5%/25yrs --> $1411/mth
You are not saving as much as you think even if the price really drops 15%.
Plus, 2 years later, Vancouver condo price will very well be 15%-20% lower. Smarter to wait.
I also wanted to buy a bigger one and sincerely hope the the price could drop. However, I'm not as optimistic as you. I'm not wise enough to foresee the situation for the next two years. However, my assumption for the next one year is that the house price stays or drop 5%, interest increase 0.5% - 1%. Based on this and the price range you provided, here's my calculation:
After one year: 380K/25%/4.5%/25yrs --> $1577/mth
This is higher than what you will pay for this year.
Next reason that I couldn't pursuade myself by your calculation is that you were assumming every factor is good for you. This includes the house price drop sharply, interest rate stays low, consistently high investment repayment, etc.
Also, when you calculate the "net lost" in "buy-now" situation, you should use lost - equity which is 28,539 -$11,493 = $17046. This is lower than the lost for rent number of $24,000, assuming that you are really good on investment, you provided.
Plus, if you rent for the next two years, you won't buy at that time if the house price really drops that sharp. You'll wait for the further price drops. Am I right?

