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Dividing by 1 is impossible 
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#1
Oct2107, 11:30 PM

P: 60

Oddly enough I came across this on Uncyclopedia.
Can you really divide by 1? I know that it can be mathematically done with ease, but physically can it be done? Imagine a pie, and your dividing tool is your knife. If you want to divide the pie in 2 you can do that just cut the pie down the middle. If you want to divide it by 4 just cut it down the middle then do it again perpendicular to the original cut. But if you want to divide by 1 you end up not using your knife at all. You therefore don't divide the pie and do not divide by 1. I hope this is the right forum. 


#2
Oct2107, 11:35 PM

P: 96

By your same logic, you can only divide by integers.



#3
Oct2207, 12:31 AM

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And another thing  don't make a fallacy of equivocation. There are at least two distinct meanings for the word "divide" in your post: the English verb meaning a particular arithmetic calculation, and the English verb meaning to separate into parts. That they use the same word does not mean they are the same thing. 


#4
Oct2207, 05:32 PM

P: 9

Dividing by 1 is impossible
what do you get when you want to divide a number by 1? The number itself. 


#5
Oct2207, 09:11 PM

P: 60




#6
Oct2207, 09:33 PM

P: 362




#7
Oct2207, 09:39 PM

P: 60

I mean its impossible because you don't actually do any dividing. The answer is already there and you do not divide it.



#8
Oct2207, 09:43 PM

P: 60

It's like a limit, sin(x)/x never gets to 0, but you know that it would be 1. You don't actually divide by 1 you just know that like 7/1.00000001 is roughly 7.
maybe thats a bad example. 


#9
Oct2207, 09:44 PM

P: 362




#10
Oct2207, 09:59 PM

P: 529

It's not a totally trivial observation. It's interesting that there exist certain mathematical operations which are equivalent to doing nothing at all. Maybe the OP is going to grow up to be a group theorist!



#11
Oct2407, 06:53 AM

P: 617

For those of you still debating this you need to read this again:



#12
Oct2407, 07:04 AM

P: n/a

Dividing by one is basicly the 'do nothing' operation from group theory. It is the same as the 'add zero' operation under addition. The denominator tells how many pieces are left of the whole after you use the knife on the pie. So division by 2 is 'make one slice across the pie and leave 2 pieces', division by three is 'make 2 slices with the knife and leave three pieces,' etc. It is easy to see that on this incremental basis division by 1 is 'make no slices with the knife and leave one whole piece.' This would also go towards explaining why division by 0 is impossible as it is 1 slices with the knife and the command would be 'take away a slice that does not exist made by the knife and make the entire pie disappear (0 pieces).'



#13
Oct2407, 10:00 AM

P: 60

Ya the pie metaphor doesn't explain negative pie.



#14
Oct2407, 10:52 AM

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Please not think your kindergarten maths has anything to do with the concept of division.



#15
Oct2407, 07:13 PM

P: 60




#16
Oct2407, 07:22 PM

P: 529




#17
Oct2507, 02:21 PM

P: 465

Is this topic over yet? If it is then I need someone to explain why I cannot add 0 to my pie...



#18
Oct2707, 02:41 PM

P: 1

Now all we need to do is learn how to physically divide the pie by a half, and never go hungry again :)



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