financing secrets of a millionaire real estate investor.pdf
financing secrets of a millionaire real estate investor.pdf
financing secrets of a millionaire real estate investor.pdf
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34 FINANCING SECRETS OF A MILLIONAIRE REAL ESTATE INVESTOR<br />
afford to pay for a property. It may also affect cash flow, which affects<br />
your decision to hold or sell property.<br />
Loan Amortization<br />
There are many different ways a loan can be structured as far as<br />
interest payments go. The most common ways are simple interest and<br />
amortized.<br />
As discussed in Chapter 1, a simple interest loan is calculated by<br />
multiplying the loan balance by the interest rate. So, for example, a<br />
$100,000 loan at 12 percent interest would be $12,000 per year, or<br />
$1,000 per month. The payments here, <strong>of</strong> course, represent interestonly,<br />
so the principal amount <strong>of</strong> the loan does not change.<br />
An amortized loan is slightly more involved. The actual mathematical<br />
formula is beyond a book like this, so we’ve provided a sample<br />
interest rate table in Appendix A. However, you can find a thousand<br />
Internet Web sites that will do the calculations instantly online (try<br />
mine at —click on “calculators”). The amortization<br />
method breaks down payments over a number <strong>of</strong> years, with the<br />
payment remaining constant each month. However, the interest is calculated<br />
on the remaining balance, so the amount <strong>of</strong> each monthly payment<br />
that accounts for principal and interest changes. For the most<br />
part, the more payments you make, the more you decrease the amount<br />
<strong>of</strong> principal owed (the amount <strong>of</strong> the loan still left to pay). See Figure<br />
4.1.<br />
The loan term or duration is important to figuring your payment.<br />
By custom, most loans are amortized over 30 years or 360 monthly<br />
payments. The second most common loan term is 15 years. The payments<br />
on a 15-year amortization are higher each month, but you pay<br />
the loan <strong>of</strong>f faster and thus pay less interest in the long run.