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Bug in Excel's (not VBA's) MOD function
The value 12,345,678,000 is too large to store as a long integer but well
within the range of integers that a double precision floating point real can store. Excel's worksheet MOD function seems to be able to work with reals, e.g., MOD(2.25,1/3) returns 0.25 and MOD(2.5,1/3) returns 0.166666666666667. However, there seems to be a glitch in it when it comes to large integer values divided by small integer values. For instance, MOD(12345678000,64) returns #NUM! even though the equivalent (per online help) expression 12345678000-64*INT(12345678000/64) returns 48 as expected. Clearly Excel's worksheet MOD function isn't just argument checking wrapped around a call to standard C's fmod(3) call. [No, Microsoft must have decided they needed to 'enhance' it.] Maybe this is just a glitch on this particular machine. Does anyone else get #NUM! from the preceding MOD call? I'm running Excel 97 SR-2 and 2000 SP-3 on this particular machine. |
#2
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Bug in Excel's (not VBA's) MOD function
I get #NUM! in XL01 and XLv.X.
In article , "Harlan*Grove" wrote: Maybe this is just a glitch on this particular machine. Does anyone else get #NUM! from the preceding MOD call? I'm running Excel 97 SR-2 and 2000 SP-3 on this particular machine. |
#3
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Bug in Excel's (not VBA's) MOD function
"J.E. McGimpsey" wrote...
I get #NUM! in XL01 and XLv.X. So will Microsoft consider this a bug or a feature? |
#4
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Bug in Excel's (not VBA's) MOD function
In article ,
"Harlan*Grove" wrote: "J.E. McGimpsey" wrote... I get #NUM! in XL01 and XLv.X. So will Microsoft consider this a bug or a feature? Given their big "mea culpa" on statistical functions, http://support.microsoft.com/?kbid=828888 I'm hopeful. |
#5
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Bug in Excel's (not VBA's) MOD function
"J.E. McGimpsey" wrote...
"Harlan*Grove" wrote: ... Given their big "mea culpa" on statistical functions, http://support.microsoft.com/?kbid=828888 I'm hopeful. OK, so how does one submit a bug report for Excel to Microsoft without having to call their support number and pay for the priviledge of reporting it? -- Never attach files. Snip unnecessary quoted text. Never multipost (though crossposting is usually OK). Don't change subject lines because it corrupts Google newsgroup archives. |
#6
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Bug in Excel's (not VBA's) MOD function
One way:
make sure Excel is in the subject line so that it can be routed to the appropriate product managers. Mac users have a Feedback item in Office v.X's Help menus that take them to http://www.microsoft.com/mac/feedback/suggestion.asp Don't remember if there's a dedicated site for WinOffice. In article , Harlan wrote: OK, so how does one submit a bug report for Excel to Microsoft without having to call their support number and pay for the priviledge of reporting it? |
#7
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Bug in Excel's (not VBA's) MOD function
"J.E. McGimpsey" wrote in message ...
In article , "Harlan*Grove" wrote: "J.E. McGimpsey" wrote... I get #NUM! in XL01 and XLv.X. So will Microsoft consider this a bug or a feature? Given their big "mea culpa" on statistical functions, http://support.microsoft.com/?kbid=828888 I'm hopeful. Sadly, I'm less hopeful. It is undoubtedly a step in the right direction but not everything in http://support.microsoft.com/?kbid=828888 is correct, nor are all the improvements discussed in it always improvements! For example, it contains the following paragraph. "In summary, users of earlier versions of Excel should not be troubled in practice by numeric deficiencies because input values that cause #NUM! results are extreme. Additionally, you can be assured that if you receive a result other than an error message, the result is accurate. Round off error is not a problem here." Unfortunately this is not correct. A counter-example is =NEGBINOMDIST(512,512,0.5) which gives 0 when the answer should be approx 0.0125. Note the parameters are not "big" nor is the answer "small" by anyone's standards (i.e. there can be no "extreme case" excuses). Additionally in the section "Continuous Distribution Inverse Functions" the suggestion is that the only real problem was the lack of a good binary search process. In fact, in EXCEL 2000, neither gammadist nor betadist works even for moderately large parameters, which is a pretty big hindrance for function inversion! =GAMMADIST(7000,7000,1,TRUE) gives #NUM!, =BETADIST(0.5,30000,30000,0,1) also gives #NUM! I do not wish to unduly criticise the new code added for BINOMDIST,HYPGEOMDIST & POISSON. In most cases it is an improvement, albeit it will be very slow when large parameter values are supplied to the functions. However, for cases such as =POISSON(126,230,TRUE) the relative error will go from 3e-14 to 0.5. Worse still, cases such as =POISSON(125,230,TRUE) and =POISSON(125,230,FALSE) will both return the value 0 which is completely inaccurate. Admittedly, the values are small in these cases, =POISSON(126,230,TRUE) should deliver approx 5e-14. However, unbelievable though it may seem to Microsoft, there are wierdos about (self included) who want accurate calculations of probabilities smaller than 5e-14, who want accurate calculations of probability functions involving parameters bigger than 30000 and who want these calculations done lots of times which means they have to be reasonably efficient! Ian Smith |
#8
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Bug in Excel's (not VBA's) MOD function
"Ian Smith" wrote in message om... "J.E. McGimpsey" wrote in message ... In article , "Harlan Grove" wrote: "J.E. McGimpsey" wrote... I get #NUM! in XL01 and XLv.X. So will Microsoft consider this a bug or a feature? Given their big "mea culpa" on statistical functions, http://support.microsoft.com/?kbid=828888 I'm hopeful. Sadly, I'm less hopeful. It is undoubtedly a step in the right direction but not everything in http://support.microsoft.com/?kbid=828888 is correct, nor are all the improvements discussed in it always improvements! For example, it contains the following paragraph. "In summary, users of earlier versions of Excel should not be troubled in practice by numeric deficiencies because input values that cause #NUM! results are extreme. Additionally, you can be assured that if you receive a result other than an error message, the result is accurate. Round off error is not a problem here." Unfortunately this is not correct. A counter-example is =NEGBINOMDIST(512,512,0.5) which gives 0 when the answer should be approx 0.0125. Note the parameters are not "big" nor is the answer "small" by anyone's standards (i.e. there can be no "extreme case" excuses). You are certainly correct! NEGBINOMDIST does not give an error message in Excel XP (2002, I suppose) either and returns zero. The formula seems to fail for numbers larger than 511. I suppose that is because of the immense numerical values of the combinations involved but I wonder why Microsoft does not use their own suggestion? NEGBINOMDIST(number_s, number_f, probability_s) = BINOMDIST(number_s, number_f + number_s - 1, probability_s, false) * probability_s. This actually gives an apparently correct answer in Excel 2002. -- James V. Silverton Potomac, Maryland, USA |
#9
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Bug in Excel's (not VBA's) MOD function
"Harlan Grove" wrote...
.... For instance, MOD(12345678000,64) returns #NUM! . . . .... FWIW, the Works 2000 (ver 5) spreadsheet also returns an error, but OpenOffice Calc 1.0 returns 48 as expected. While I haven't tested this under other spreadsheets (yet), I think it's safe to say this, er, functionality is unique to Microsoft. |
#10
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Bug in Excel's (not VBA's) MOD function
"Harlan*Grove" wrote...
"Harlan Grove" wrote... ... For instance, MOD(12345678000,64) returns #NUM! . . . ... FWIW, the Works 2000 (ver 5) spreadsheet also returns an error, but OpenOffice Calc 1.0 returns 48 as expected. While I haven't tested this under other spreadsheets (yet), I think it's safe to say this, er, functionality is unique to Microsoft. And FWIW, Lotus 123 releases 5 and 9.7, Quattro Pro 10 and OpenOffice Calc 1.1 all give the correct/expected result of 48. I'm not going to bother testing various windows shareware/freeware or Linux spreadsheets. |
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