On Sat, Mar 5, 2011 at 10:56 PM, Jordan Hayes <jmhayes at j-o-r-d-a-n.com> wrote:
> michael perelman writes:
>
>> Economic depreciation takes
>> into account new technology, changing demand, ....
>
> Rubbish. Those things can accelerate depreciation, but you paid what you
> paid when you paid. Peter's math is wrong because it only looks at the
> current year. I don't know what you guys are trying to prove, but leave
> depreciation out of it. In both cases -- economic and tax depreciation --
> you're trying to come up with an estimate for the lifetime of an asset; you
> will in most cases be wrong. When you know the truth -- either you wore it
> out, or you withdrew it from use because it got replaced by something better
> -- you can then determine what it was actually worth.
>
> Up until then, you're just guessing.
>
> Example: you buy a $5k computer and think it will last for 5 years. You
> apply straight-line depreciation to it of 20%/year, because hey: no one will
> swat you for guessing in this way. In the 3rd year, a
> Quintuple-Hex-a-core-whizbang-III comes out and you have to have it. You
> toss your 5-year computer into the trash after three years. Ergo: it was
> actually a 3 year computer, and if you want to know how productive it was,
> you can divide by 3 now instead of your earlier estimate of 5, which was
> wildly wrong. 3 years is still a guess, but it's a better guess than 5.
> Maybe in the 2nd year you really got good at having this thing help you
> make some big bucks? It's likely to not be linear. *shrug*
>
> Blah, blah, blah: get to the point.
>
> /jordan
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-- Michael Perelman Economics Department California State University Chico, CA 95929
530 898 5321 fax 530 898 5901 http://michaelperelman.wordpress.com