After Graduation: Should I Buy a House?
You just graduated college and you're trying to decide whether to buy a house or rent an apartment...
There are many different factors that go into this decision. Do you have student loans? Do you have a giant car payment or credit card debt? How long will you live in that location? The list gets overwhelming. I am going to break down several factors in the simplest way possible to show you the options using estimated numbers.
Let's say you have a monthly income of $2500 and you are
fresh out of college with $65,000 in student loan debt with a 7% interest rate.
You are trying to decide on buying a house or renting an apartment in the new
city you are living in. The house you want to buy is $150,000 and a fixed
mortgage rate of 3.33% with a 15 year mortgage. The alternative is renting an
apartment in town for $650/month. Here is the breakdown:
Option 1: Buy the house
The monthly payment on the house: $1060 for
15 years to pay off the grand total of $190,772 after
interest.
Your living expenses:$300/month (this is a shot in
the dark just to keep a consistent number for both options)
Student Loan Payment: $1,140/month (What's left
of your original $2500)
This would take you about 6 years to pay off your student
loans.
In 6 years, you have zero student loans, zero savings,
$76,320 paid off on the house and $114,452 left to pay off the house, and you
have been living off of $300 a month for the last 6 years. Here is what your
categories are looking like:
Student Debt: $0
Savings: $0
Mortgage Debt: $114,452
Net Worth: -$114,452
Option 2: Rent the apartment
The monthly rent payment: $650 plus $100 in utilities =
$750/month on a 12 month lease
Your living expenses: $300/month
Student Loan Payment: $1,450/month
This would take you about 4.5 years to pay off your student
loans.
In 6 years, you have paid off your student loan debt and started saving for a house. Here is what your categories
are looking like:
Student Debt: $0
Savings: $26,100
Mortgage Debt: $0
Net worth: $26,100
The biggest argument that people will have with this
statement is that you are accumulating an asset by buying a house. Yes this is
true! But timing is everything here. If you are able to save up the $26,100 over those 6 years, you could use $20,000 of that for a down payment on that
same house.
Here is your 10 year snapshot from that same starting point:
Option 1:
Revenue: $2500/month
No downpayment (unlikely)
4 more years have passed of paying $1060/month
Total Cost of House: $190,772
Monthly Mortgage: $1,060
Total Paid on House: $127,200
Amount left of house: $63,572
Years left: 5 years
Option 2:
Revenue: $2500/month
Downpayment of $20,000
Total Cost of House: $20,000 + $153,023 ($150k + 3.33
interest rate on 10 year mortgage) = $173,023
Monthly Mortgage: $1,275
Total Paid on House: $81,200
Amount left of house: $91,823
Years left: 6 years
Conclusion
With both options, you are completely paying off a house in almost the exact same amount of time. There is only a 1 year difference in the payoff time. Because you are able to save up for a down payment of $20,000 before buying, you are able to afford a 10 year mortgage instead of a 15 year mortgage for only a couple hundred dollars more each month. The big kicker is that at the end of all of this, the actual cost of the house is $17,749 less expensive if you are able to do the 10 year mortgage as opposed to a 15 year mortgage. But, as you can see below, at the end of the day the net income is slightly higher with Option 1 than Option 2 and the house is paid off one year sooner than with Option 2. With these starting totals, it makes more financial sense to buy a house before paying off your student loans. With other amounts, this may not pan out the exact same way.
Option 1:
Revenue: $300,000
Student Loan Payments: $79,256
Living Expenses: $36,000
Rent: $0
House Payments: $127,200
Net Income from those 10 years: $57,544
Option 2:
Revenue: $300,000
Student Loan Payments: $75,569
Living Expenses: $36,000
Rent: $54,000
House Payments: $81,200
Net Income from those 10 years: $53,231
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