This is a follow-up question to Math Behind Buying a House
As many answers pointed out, my calculations in the previous question were flawed. What do you think about the updated calculations below and my conclusions? (I used http://www.amortization-calc.com/ to generate the amortization schedule)
Price for the House: $225,000
Down Payment (5%): $11,500
Loan Term: 30 yrs
Interest Rate: 4.5%
At the end of 3 years:
Total Interest: 9537+9379+9213 = 28,130
Total Insurance (on avg) 3000+3000+3000 = 9,000
Total Tax (on avg) 3200+3200+3200 = 9,600
Closing costs (selling) 225,000 * 8% = 18,000
Total Principal: 3444+3602+3768 = 10,814
Total unrecoverable expenses: interest + insurance + tax + closing = $64,730
Equity : principal = $10,814
Considering 0 appreciation, and no maintenance costs (to simplify the math)
for the house, we will be spending $64,730 that is not recoverable.
Therefore, I will be better off if I rent a house below $1,800/month
($64,730/36)