I am working with a lender so I can buy a home (first time buyer). I don't have money for a down payment, so I am going the 80/20 route. Anyways I was given two options for the 80% loan:
Option 1: 30 year fixed at 6.75%
Option 2: Interest-only 5/1 ARM at 7.25%
(I don't understand why Option 2 is a higher interest rate)
The lender told me option #2 was better (assuming I understand the consequences when 5 years hits) but I crunched numbers and couldn't figure out why it is better. I am a computer programming guru, so I created a program that uses the amortization formula to show me my principle and interest payments over the life of the loan.
After 5 years (end of IO term), here's what I found, while ignoring appreciation.
Option 1: I have $13,500 in equity towards the house. No cash in the bank.
Option 2: I saved $100/month in monthly payments which is $6000 in cash in the bank over 5 years. Although I paid $8000 more interest than option 1 (bigger tax break).
So I am worth more (over double) with option 1 than I am with option 2. In order to turn my $6000 cash into $13,500, I'd have to earn an unrealistic annual return on that money. Not likely to happen.
Why/how is option 2 a better deal? All that so I can save only $100/month.
Option 1: 30 year fixed at 6.75%
Option 2: Interest-only 5/1 ARM at 7.25%
(I don't understand why Option 2 is a higher interest rate)
The lender told me option #2 was better (assuming I understand the consequences when 5 years hits) but I crunched numbers and couldn't figure out why it is better. I am a computer programming guru, so I created a program that uses the amortization formula to show me my principle and interest payments over the life of the loan.
After 5 years (end of IO term), here's what I found, while ignoring appreciation.
Option 1: I have $13,500 in equity towards the house. No cash in the bank.
Option 2: I saved $100/month in monthly payments which is $6000 in cash in the bank over 5 years. Although I paid $8000 more interest than option 1 (bigger tax break).
So I am worth more (over double) with option 1 than I am with option 2. In order to turn my $6000 cash into $13,500, I'd have to earn an unrealistic annual return on that money. Not likely to happen.
Why/how is option 2 a better deal? All that so I can save only $100/month.