T
The Wogster
Guest
Robert Uhl wrote:
> Jasper Janssen <[email protected]> writes:
>
>>It is most especially not realistic to quantify the depreciation as
>>purchase price divided by expected lifespan -- that is in fact much
>>less realistic than writing it off all at once.
>
>
> I use sum-of-digits depreciation. It's fairly simple to calculate, and
> yields a nice depreciation curve which is steep at the beginning and
> shallow at the end. You figure out the depreciation period
> (e.g. months) and the predicted lifespan (e.g. 5 years); dividing the
> latter by the former you get 60 in this case. You now calculate
> 1+2+...+60, which fortunately simplifies out to 60*61/2 (in the general
> case, n(n+1)/2); this is 1,830. Say that the initial cost is $2,000:
> divide the cost by 1,830, yielding $1.093. Now, the first month the
> bike depreciates 60*$1.093, or $65.57; the second month by 59*$1.093, or
> $64.49; the last month it will depreciate by 1*$1.093, or $1.09.
>
A couple of points, first I think you said divide when you meant
multiply, 5 multiplied by 12 is 60. Second, your not counting on
residual or disposal value, for many items there is a point, where it
simply doesn't depreciate any more, for a bike that is probably
somewhere between $50 and $100, considering that you can often find 70's
road bikes selling in this range, it's probably a reasonable residual
value, when you stop actively depreciating a bike.
W
> Jasper Janssen <[email protected]> writes:
>
>>It is most especially not realistic to quantify the depreciation as
>>purchase price divided by expected lifespan -- that is in fact much
>>less realistic than writing it off all at once.
>
>
> I use sum-of-digits depreciation. It's fairly simple to calculate, and
> yields a nice depreciation curve which is steep at the beginning and
> shallow at the end. You figure out the depreciation period
> (e.g. months) and the predicted lifespan (e.g. 5 years); dividing the
> latter by the former you get 60 in this case. You now calculate
> 1+2+...+60, which fortunately simplifies out to 60*61/2 (in the general
> case, n(n+1)/2); this is 1,830. Say that the initial cost is $2,000:
> divide the cost by 1,830, yielding $1.093. Now, the first month the
> bike depreciates 60*$1.093, or $65.57; the second month by 59*$1.093, or
> $64.49; the last month it will depreciate by 1*$1.093, or $1.09.
>
A couple of points, first I think you said divide when you meant
multiply, 5 multiplied by 12 is 60. Second, your not counting on
residual or disposal value, for many items there is a point, where it
simply doesn't depreciate any more, for a bike that is probably
somewhere between $50 and $100, considering that you can often find 70's
road bikes selling in this range, it's probably a reasonable residual
value, when you stop actively depreciating a bike.
W