In news:[email protected],
Don Daugherty <[email protected]> typed:
On 3/3/2010 1:36 PM, AG wrote:
JOE Conner wrote:
On 3/3/2010 10:52 AM, AG wrote:
11.73 + 7 + 15.75 + 24.68 + 17.5 + 21.18 + 20.65 + 17.85
+ 19.25 + 23.1 + 12.6 + 10.5 + 23.8
TOOLS -> OPTIONS -> OPENOFFICE.ORG CALC -> CALCULATE ->
Right Panel, do you have PRECISION AS SHOWN checked on
one of the machines? Joe Conner, Poulsbo, WA USA

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Joe

Cheers for the rapid response.  Neither of our machines
had that option enabled.  However, even after enabling the
"precision as shown" the error persists on my partner's
version of Calc. Thanks

AG

From my reading of Help, you wouldn't want that option
enabled anyway since it would tend to result in more
roundoff's.  I'm thinking that JOE wasn't recommending it
as a cure but as the possible problem.

I know when messing with Floating Point math in about any program, you can get results similar to the original one stated here. Excel seems to use double-precision no matter what you display and usually avoids this issue but it can still be made to happen even in Excel. I'ts very easy to duplicate in most development languages too if you aren't watching your precision. Apparently, and I don't know this for a fact, Calc only uses the displayed digits for its math from a couple quick tests I just did. Somehow it seems to be 4 places of precision for calculations unless you program it differently. Personally I haven't encountered such a problem in Calc, but I think that's because I have a habit of always using at least two positions more of precision than is necessary, three if they aren't ridiculous numbers. There is a diminishing point of no return when you for instance set pi to be 3.14 or 3.14xx or 3.14xxxxx, and so forth. It's a complex subject for program authors and one that results in many debates around some circles about which way to do them. Even my invoices, which need two decimal places of precision, are calculated on 5 decimal places, but ... use the standard currency formatting of only two decimal places. No one wants a bill for $133.3333. But when I'm multiplying $5.35 by 10,013 pcs, the differences between that result and using only two places amounts to a lot of money at the end of the year over all the invoices. It comes out more accurate for me and more accurate for the customer too.

Dunno if that makes any sense; it's the best I can do right now though so I hope it helps someone out.

HTH,

Twayne`

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