#DIV/0 error in IRR formula? How is that possible?

bran987

New Member
Joined
Jan 10, 2005
Messages
45
ok I have a list of these cash flows:

-500,000
-8,482,710
-578,710
-340,000
-340,000
-340,000
-340,000
-340,000
-1,192,854
-621,427
-1,192,854
-1,764,281
-4,621,417
-4,345,746
0
0
0
0
0
0
0
0
0
0
0
0
0
0
0
0
0
0
0
0
0
0
12,253,733
0
0
0
0
0
0
0
0
0
0
0
0
0
0
0
0
0
0
0
0
0
0
0
0
0
0
0
0
0
0
26,731,978

When I do IRR(A1:A68) I get a #DIV/0 error? I've never gotten that before on an IRR? Putting in a guess didn't seem to help, I traced the error and it referred to the first cell but I have no idea what I'm doing wrong. I've used IRR a million times I don't get it.

Thank you,
Brandon
 

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Im bumping this... i cannot find a solution either and have also used this function many times
 
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P.S. I tried turning off circular references changing the iterations and turning them back on too. There shouldn't be a circular reference though I pasted special "Values Only" so the formula would be eliminated as a possible error.

The cash flows are intended to be monthly
 
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Try an initial guess of 1%. If my initial huess is 10%, I get #div/0! too. You need a good initial guess sometimes. Try using NPV to get close, then use that as an initial guess if need be.
 
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I've played with this a little. Seems it has to do with the number of periods with zero values. If I take the negative and positie numbers without the zeros I can gett IRR to calculate. As I start populating with zeros it suddenly blows up, Just an observation.
 
Upvote 0
Seti said:
Try an initial guess of 1%. If my initial guess is 10%, I get #div/0! too. You need a good initial guess sometimes. Try using NPV to get close, then use that as an initial guess if need be.

Ah ha!!! I did this and got an IRR of 0.9044%, which would be 10.8% annually, did you get this too?

I guess the mistake was putting in an annual IRR guess right? duh, but odd that without a guess it still returned DIV/0

I hope it's correct haha, kind of important.
 
Upvote 0
I think the error is because of the data. If you calc the NPV using rates from -.05 to .05, you get a very steeply descending curve and then it flattens out at about 2%. The underlying algorithm must get a div by 0 for this particular stream.
 
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