Hi burnt_toast,
They expect you to pay off the loan in ten years (120 months).
This is what's called a "balloon loan." The fifty-year amortization
period means that the payments are set as if you were taking fifty
years to pay it off, but the ten-year term means that it must be paid
in ten years. The fifty-year-based payments are not enough to pay off
the whole loan in ten years, so at the end of the term, you are
expected to pay a big balloon payment to pay off the remaining
balance.
There are a variety of ways to get an amortization table in an Excel
spreadsheet. I'll describe a couple.
Microsoft has slick amortization table spreadsheet templates you can
download. One that will work for you is the loan amortization
schedule template at:
http://office.microsoft.com/en-us/templates/TC010197771033.aspx
This template as you can download it is not useful for your purpose,
because it is limited to amortizing for a maximum of 30 years. But it
is easy to tweak it so you can use it. Just select the cell labeled
"Loan Period in Years," which is D8. Then open the Data menu, select
Validation, make sure the Settings tab is selected, change the Maximum
field to 50, and click OK. Then you will be able to enter a period of
50 years. The spreadsheet will still only fill in thirty years of
data, but that's OK, since you are only interested in the first ten
years. The principal balance after payment 120 tells you what the
final balloon payment will be.
I filled in your values and the spreadsheet said you would pay
$6,792.74 per month, with a balloon payment of the remaining balance
of $792,064.02 at the end of the term.
The template has a ten-column format that won't fit in this web page
very well, so I have edited some data from the first three lines, so
you can get an idea of how it looks. This is not exactly what you
would see in the spreadsheet.
PmtNo. Beginning Balance Scheduled Payment Principal Interest Ending Balance
1 $1,000,000.00 $6,792.74 $126.08 $6,666.67 $999,873.92
2 999,873.92 6,792.74 126.92 6,665.83 999,747.01
3 999,747.01 6,792.74 127.76 6,664.98 999,619.25
If you would like to do more of the work yourself, Dick Kusleika's
weblog has straightforward instructions for making a simple
amortization table.
http://www.dicks-blog.com/excel/2004/06/amortization_ta.html
If you need any more information about any of this, please ask for a clarification.
--efn |