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#1 (permalink) |
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TSF Enthusiast
Join Date: Nov 2004
Location: Earth
Posts: 653
OS: Windows XP Pro x64
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Math question.
I have a friend who's a Astonomy major.
She keeps insisting to me that ( by / 0 = ).But isn't ANY number divided by Zero = or did I miss something?
Last edited by Sarge; 01-13-2005 at 06:20 PM. |
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#2 (permalink) |
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Manager, Microsoft Support
Join Date: Jul 2002
Location: Knoxville, TN or Austin, TX depending
Posts: 7,038
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Actually the correct answer would be "undefined" it is impossible to divide by 0
ANY number divided by 0 = undefined
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![]() ![]() If TSF has helped you, Tell us about it! or Donate to help keep the site up! I do not subscribe to threads, so if I stop replying, PM me with a link to your thread so I can find it again. Last edited by elf; 01-13-2005 at 06:21 PM. |
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#3 (permalink) |
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TSF Enthusiast
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What's the difference between "undefined" and "Empty Set"?
Oh, and is there a mathematical symbol for "Undefined"? I was fairly sure that Infinity divided by Zero couldn't still be Zero.... |
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#4 (permalink) | |
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Manager, Microsoft Support
Join Date: Jul 2002
Location: Knoxville, TN or Austin, TX depending
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Well as I know there is no defined symbol for empty set.
However, after a little research she COULD be right if you stretched the meaning a little. The cardinality of an empty set (e.g. infinity divided by 0) is 0 Quote:
in short an empty set can = 0, but only if you REALLY want it to.
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![]() ![]() If TSF has helped you, Tell us about it! or Donate to help keep the site up! I do not subscribe to threads, so if I stop replying, PM me with a link to your thread so I can find it again. Last edited by elf; 01-13-2005 at 06:43 PM. |
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#7 (permalink) |
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Manager, Microsoft Support
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http://en.wikipedia.org/wiki/Empty_set
Read up on it. Anything divided by 0 = undefined which creates an empty set. An empty set has 0 cardinal values therefore its cardinatlity = 0. Cardinality is the number of values in the set. If there are 3 values in the set, then the cardinality is 3. Since it is undefined and there are no values in the set the cardinality is 0.
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#8 (permalink) | |
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Retired
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Quote:
But my argument sounded so good! ... ![]() And again I leave this site a bit wiser .... |
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#9 (permalink) |
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Manager, Microsoft Support
Join Date: Jul 2002
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Yea it did. If I hadn't been getting all my info off that wikipedia site I probably wouldn't have argued it.
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#10 (permalink) | |
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Manager Emeritus
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Quote:
Your friend is partially right. It can be argued that any number divided by zero is zero, but that is not the only answer. Their arguement comes from the fact that simple divisions can be explained as how many times one number can be divided into another. In simple logic, zero is the number zero, as opposed to the concept of nothing. Zero fits into anything an infinite amount of times. You can put zero pennies into a jar an infinite amount of times... Now we run into the problem that zero, when understood as nothing, is an abstract idea (as well as infinity). How many times can the idea of nothing be put in to anything? That's not for any human mind to determine. That's where the formula becomes undefined. So, in conclusion, if your friend is trying to say that infinity is the absolute answer to infinity divided by zero, they are wrong. Everyone that stated undefined as their answer is correct. P.S. sorry for all the mathmaticians here, this isn't a straight-forward textbook explanation... just a dumb rant.
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mysql> --i-am-a-dummy
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#11 (permalink) |
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I believe everyone has the right to have an answer to this question. Technically you can not divide a number into 0 and the answer would be undefined. But if we are talking about infinity a question arises. Do you believe in infinity ? I personally believe in the possibility of infinity as i believe in god. But i dont believe in infinity so the answer would be undefined to me. But if you do believe in infinity then it would include the " secret of 0 " So the answer would be the infinity.
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#12 (permalink) |
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Manager, Microsoft Support
Join Date: Jul 2002
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but no matter how many times you divide a number, it will NEVER reach 0...that is why anything divided by 0 = undefined.
No matter how much you divide a number, any number, you will never get to 0... e.g. 2/2 = 1; 1/2 = .05; .05/2 = .25; .25/2 = .125; .125/2 = .0625; .0625/2 = .03125; etc... this is as far as I got before I got bored of hitting "divided by 2 enter" - 1.136868377216160297393798828125e-13 as you can see it will go on to infinity, but you will never get 0!
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![]() ![]() If TSF has helped you, Tell us about it! or Donate to help keep the site up! I do not subscribe to threads, so if I stop replying, PM me with a link to your thread so I can find it again. Last edited by elf; 11-12-2005 at 07:48 AM. |
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#14 (permalink) | |
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Guest
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Quote:
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#20 (permalink) |
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TSF Enthusiast
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Like Elf was hinted at what he proberly means is not divided by 0 but the limit as it approaches 0.
The very first thing you will learn in any calculus corse is about limits since it is the bases of calculus. for example 3/x limit X->0 would equal infinity. on the other hand 3/x as limitX->infity equal 0.
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