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Bukkarooo
Posted on 12-31-08 12:25 AM Link | Quote | ID: 97881


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Well, infinity is endless numbers. I guess my explanation was kinda fucked... just tough to explain. I probably explained it differently how I view it.... ugh. I can only think of explaining infinity as an infinite amount of numbers, and that's basically using a word to define itself.....

Completely disregard my last post. I was tired and apparantly really confused myself . Reading it over, it makes almost no sense.

My only point for my answer is that when you divide, you take the largest amount possible. For example, 8/2. You can't say 2, because 2*2=4, but that's still less than 8. One more 2, and you have 4, which is the answer. Going by that logic, 0 has to go into any number an infinite amount of times, as we can keep adding it without it being larger than x.

This is tough to explain... hope this one made more sense and what I actually mean!

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nutman217
Posted on 12-31-08 02:56 PM Link | Quote | ID: 97903


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Based on what my crazy brother said, infinity cannot be defined by any number, it's just a concept.

Based on my logic, infinity is not just a number, it is everything that exists in some form, whether it is text, or physical or mental or whatever.

Before you scream at me, keep in mind that the first 'paragraph' was what my BROTHER said. Scream about my second 'paragraph'.

Does that mean X/0=Anything you imagine/want?

...nah


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RetroRain
Posted on 12-31-08 03:12 PM (rev. 3 of 12-31-08 03:21 PM) Link | Quote | ID: 97906


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I always thought that whole dividing-by-zero thing was weird myself.

If you have 1 slice of pizza in your hand, and you want to divide it by 1, then basically it is saying you want to divide it by itself, which you can't do, so it makes sense that you are left with the 1 slice that is still in your hands.

Now, if you have 8 slices, and you want to divide by 1, you can't divide 8 slices into 1, unless you are giving somebody the whole pie, so it makes sense to me that you are still left with 8 slices. If you give somebody that whole pie, you are giving them 1 WHOLE pie, which consists of 8 slices, so that whole dividing-by-one thing makes sense.

Then they say that anything divided by zero, whether it be 8, 5, or 9, is 0.

I have that same slice of pizza in my hand, and now I want to divide it by 0. I don't LOSE that slice. I still have it.

According to mathematics, I would lose that slice, which is impossible. If I am dividing it by 0, I am not dividing it by anything, so I still HAVE that 1 slice.

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blackhole89
Posted on 12-31-08 03:32 PM Link | Quote | ID: 97908


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Just because some kind of metaphor helps you visualize a mathematical concept, you shouldn't assume that it is equivalent to it... much less so try to question the concept because of something not lining up in the "common-sense" metaphor.

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Bukkarooo
Posted on 12-31-08 08:35 PM Link | Quote | ID: 97927


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Posted by Logical Operand
I always thought that whole dividing-by-zero thing was weird myself.

If you have 1 slice of pizza in your hand, and you want to divide it by 1, then basically it is saying you want to divide it by itself, which you can't do, so it makes sense that you are left with the 1 slice that is still in your hands.

Now, if you have 8 slices, and you want to divide by 1, you can't divide 8 slices into 1, unless you are giving somebody the whole pie, so it makes sense to me that you are still left with 8 slices. If you give somebody that whole pie, you are giving them 1 WHOLE pie, which consists of 8 slices, so that whole dividing-by-one thing makes sense.

Then they say that anything divided by zero, whether it be 8, 5, or 9, is 0.

I have that same slice of pizza in my hand, and now I want to divide it by 0. I don't LOSE that slice. I still have it.

According to mathematics, I would lose that slice, which is impossible. If I am dividing it by 0, I am not dividing it by anything, so I still HAVE that 1 slice.


My earlier point still stands that a physical example just does not work for this. Though thinking along the lines of a (pizza) pie may help you understand division in general, it isn't a valid model for this. You can't divide a pizza by zero, because you can't end up with no slices or an infinite amount of slices.

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NSNick
Posted on 12-31-08 09:07 PM (rev. 2 of 12-31-08 09:07 PM) Link | Quote | ID: 97931


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After this thread, lets discuss .99999... = 1

Or the Monty Hall problem.



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Komaru
Posted on 01-01-09 06:53 AM Link | Quote | ID: 97964


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Posted by blackhole89
Posted by Komaru
Wait a second. Dividing is the same as multiplying by the reriprocal of the denominator, right? So the denom. of 5/0 is 0; recip. is 0/1.
Resulting in 5/0=5*(0/1)
But 0/1 is 0,
so 5/0=5*(0)=0

Am I doing something wrong here?
You are aware that the reciprocal is 1/x, not x/1, right? x/1 is just x again.




Ahh. That was where I made a mistake. I knew it was somwhere, but I couldn't find i at the time. Kinda funny, because I use fractions that way all the time.

In which case, my example leads you into a circle of dividing by zero.

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