Poll: What Is 1/0 ?
Good [+1]Toggle ReplyLink» DCRn a répondu le Sun 4 Mar, 2007 @ 1:00am |
Originally Posted By DRGONZO
CHURCH! *pimped out* Man, I thought you were Jewish... | |
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Good [+1]Toggle ReplyLink» neoform a répondu le Sun 4 Mar, 2007 @ 1:13am |
Originally Posted By SMURF
1/0=undefined. it is not infinity. For all practical purposes, it's both. | |
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Good [+1]Toggle ReplyLink» Smurf a répondu le Sun 4 Mar, 2007 @ 1:22am |
/quote
Because there's just no sensible way to define it. For example, we could say that 1/0 = 5. But there's a rule in arithmetic that a(b/a) = b, and if 1/0 = 5, 0(1/0) = 0*5 = 0 doesn't work, so you could never use the rule. If you changed every rule to specifically say that it doesn't work for zero in the denominator, what's the point of making 1/0 = 5 in the first place? You can't use any rules on it. But maybe you're thinking of saying that 1/0 = infinity. Well then, what's "infinity"? How does it work in all the other equations? Does infinity - infinity = 0? Does 1 + infinity = infinity? If so, the associative rule doesn't work, since (a+b)+c = a+(b+c) will not always work: 1 + (infinity - infinity) = 1 + 0 = 1, but (1 + infinity) - infinity = infinity - infinity = 0. You can try to make up a good set of rules, but it always leads to nonsense, so to avoid all the trouble we just say that it doesn't make sense to divide by zero. What happens if you add apples to oranges? It just doesn't make sense, so the easiest thing is just to say that it doesn't make sense, or, as a mathematician would say, "it is undefined." Maybe that's the best way to look at it. When, in mathematics, you see a statement like "operation XYZ is undefined", you should translate it in your head to "operation XYZ doesn't make sense." /quote |
Good [+1]Toggle ReplyLink» neoform a répondu le Sun 4 Mar, 2007 @ 9:29am |
[ quote ] (like all bbs systems out there.. Mise À Jour » neoform a écrit sur Sun 4 Mar, 2007 @ 9:34am and it's undefined/infinity because when dealing with limits, that's exactly what happens. Divide by zero is not possible, but dividing by the next closest thing leads you to infinity. | |
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Good [+1]Toggle ReplyLink» Smurf a répondu le Sun 4 Mar, 2007 @ 2:28pm |
the next closest thing is not zero. :)
In no serious math book will it say infinity. The correct scholar answer to the question is undefined. |
Good [+1]Toggle ReplyLink» neoform a répondu le Sun 4 Mar, 2007 @ 2:40pm |
if you've ever done calculus you learn about limits..
Graphing an equation where the divisor goes to 0 takes you to infinity. Granted, you cannot actually get to infinity, which is why a division by 0 is undefined, the next closest thing is infinity. | |
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Good [+1]Toggle ReplyLink» aLxzRed a répondu le Sun 4 Mar, 2007 @ 7:28pm |
So if I'm standing besides you, the next closest thing to me, is you?
The closest thing to infinity, is finite, therefore not infinite? Infinity - 1 is not infinity But I do believe that infinity +1 is still infinity If you define infinity as the biggest thing imaginable. What is your definition of infinity? | |
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Good [+1]Toggle ReplyLink» Skicks a répondu le Sun 4 Mar, 2007 @ 7:40pm |
Good [+1]Toggle ReplyLink» neoform a répondu le Sun 4 Mar, 2007 @ 9:06pm |
Originally Posted By ALXZRED
So if I'm standing besides you, the next closest thing to me, is you? The closest thing to infinity, is finite, therefore not infinite? Infinity - 1 is not infinity But I do believe that infinity +1 is still infinity If you define infinity as the biggest thing imaginable. What is your definition of infinity? No, i said the closest thing to zero. Take calculus 2 and you'll understand when you learn about limits. Mise À Jour » neoform a écrit sur Sun 4 Mar, 2007 @ 9:06pm You also learn that you can have negative infinity and positive infinity.. | |
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Good [+1]Toggle ReplyLink» nothingnopenope a répondu le Sun 4 Mar, 2007 @ 10:16pm |
having taken calculus I can attest that dividing by zero does not equal infinity. I'm no genius however. | |
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Good [+1]Toggle ReplyLink» neoform a répondu le Sun 4 Mar, 2007 @ 11:26pm |
Originally Posted By SCOTTYP
having taken calculus I can attest that dividing by zero does not equal infinity. I'm no genius however. Cal 1 doesn't do limits. | |
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Good [+1]Toggle ReplyLink» Screwhead a répondu le Sun 4 Mar, 2007 @ 11:27pm |
Good [+1]Toggle ReplyLink» flo a répondu le Mon 5 Mar, 2007 @ 2:46am |
lol
just to stir the shit a little more, know that there are different levels of infinity... some infinities are higher than others | |
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Good [+1]Toggle ReplyLink» WassUpOnEarth a répondu le Mon 5 Mar, 2007 @ 2:59am |
Originally Posted By SMURF
What happens if you add apples to oranges? it makes apples + oranges lol but dividing apples with oranges, now we're getting in a serious subject. Calculus 3^^ | |
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Good [+1]Toggle ReplyLink» Atrix a répondu le Mon 5 Mar, 2007 @ 8:11am |
I'm afriad people here are getting confused with symantics. Mathematicians frequently exchange "infinity" and "undefined". Infintiy is itself an undefined irrational number. An undefined variable is usually represented with the symbol inifinity.
But the way the original question was phrased implies that the answer should be "infinity". You can disagree with this interpretation, but you'd technically be wrong. |
Good [+1]Toggle ReplyLink» neoform a répondu le Mon 5 Mar, 2007 @ 8:25am |
Originally Posted By WASSUPONEARTH
Originally Posted By Smurf
What happens if you add apples to oranges? it makes apples + oranges lol but dividing apples with oranges, now we're getting in a serious subject. Calculus 3^^ that's where i bailed. cal1, cal2, linear algebra and statistics is enough math for me. heh.. cal2 was annoying enough as it is.. | |
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Good [+1]Toggle ReplyLink» Deadfunk a répondu le Mon 5 Mar, 2007 @ 8:36am |
Originally Posted By WASSUPONEARTH
but dividing apples with oranges, now we're getting in a serious subject. Calculus 3^^ no, its simple, when yo divide apples with oranges, you get a fruit salad! | |
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Good [+1]Toggle ReplyLink» aLxzRed a répondu le Mon 5 Mar, 2007 @ 9:56am |
How would you define infinity as to have higher and lower infinities?
Obviously not the classic definition of the biggest possible thing. And a negative infinity definitely isn't the biggest thing, so how is it defined? | |
I'm feeling hopefully spring right now.. |
Good [+1]Toggle ReplyLink» neoform a répondu le Mon 5 Mar, 2007 @ 12:30pm |
I'm pretty sure the "bigger infinity" thing isn't true.. | |
I'm feeling you up right now.. |
Good [+1]Toggle ReplyLink» Screwhead a répondu le Mon 5 Mar, 2007 @ 12:39pm |
I'm feeling like a bald psycho right now.. |
Poll: What Is 1/0 ?
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