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Updated over 7 years ago on . Most recent reply
How do you tell if a note is a good investment?
Most Popular Reply
Daryl,
The way to go about this is to calculate both an NPV and an IRR. The NPV is the Net Present Value of an income stream, discounted to the cost of capital (or required rate of return) and the IRR sets the NPV function = 0 to get a rate of return. If NPV is +, then the investment will return more than your required rate of return, if - then it doesn't. If IRR is greater than required rate of return, then indications are buy, otherwise, if IRR is less than required rate of return, then pass.
Given that most hard money lenders are at least 10% if not more like 12-15% that should be your target for a return. After all, you could place your money with them, and make that return, or close to it. So, my required rate of return is 12%. Lets see how we do.
Period | Payment |
0 | -$25,200.00 |
1 | $3,896.40 |
2 | $3,896.40 |
3 | $3,896.40 |
4 | $3,896.40 |
5 | $3,896.40 |
6 | $3,896.40 |
7 | $3,896.40 |
8 | $3,896.40 |
9 | $3,896.40 |
10 | $3,896.40 |
11 | $3,896.40 |
12 | $1,948.20 |
IRR | 10.6040% |
NPV @ 12% | -$1,396.69 |
RutRo! My IRR is at 10.60% and I need 12% so, no go, and my NPV is negative, meaning that it's a looser. Note that I annualized this to make it fit, as well as make my life easier. It wouldn't change if I used the $324.70 and went for 138 payments. The -$25,200 is the payment for the note, and the $3896.40 is 12*$324.70. Easy to do on a spreadsheet. I would suspect the note buyers would have a required rate of return for this approaching 18% or so. If I'm wrong, I hope they correct me.
So there you have it. I would pass, mostly because my required rate of return is not met, and furthermore, it's going to cost me money to do my due diligence on the loan, and that means more than $25,200 out the door. For the same effort, I could have a $250,000 note, with better characteristics.
I'm sure that Jay Hinrichs, Don Konipol, or Bob Malecki or any of the other note guys here could poke some holes in this, but it should be in the ballpark of correct.
Hope it helps.
Good Luck!
Jim