All numbers are equal to zero?

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All numbers are equal to zero?

Postby Suyo » April 30th, 2010, 9:32 am

So basically I was bored as hell and did some simple math with ∞.

∞ + 1 = ∞
0 * ∞ = 0
∞ / ∞ = 1
1 / ∞ = 0
∞ - ∞ = 0

...wait, go back to number 4.

1 / ∞ = 0

Let's set 1 as x.

x / ∞ = 0

If you pay attention is school, you know, if you multiply both sides of a equation with the same number, x stays the same. So let's multiplay with ∞...

x = ∞ * 0

And since (number) * 0 is always 0...

x = 0

MIND = BLOWN.

Basically, I just made every bumber existant equal to 0. As you see, math is full of screwups.

Now there are 2 contraries:
a) (number which is not 0) / (other number which is not 0) never equals 0
b) parallels meet in infiniteness

...what the hell did the inventor of math/∞ think when doing this?


Discuss. And if you don't get it, pay attention in math.
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Re: All numbers are equal to zero?

Postby StarF » April 30th, 2010, 10:05 am

You lost me at So.
Anyway yea nice theory. How do you find these?
I'm Pretty sure I should put something here...
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Re: All numbers are equal to zero?

Postby Avo » April 30th, 2010, 11:10 am

ಠ_ಠ Uh......WUT?

Nah, interesting theory, though....which brings us to dividing by zero.....
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Re: All numbers are equal to zero?

Postby Blablob » April 30th, 2010, 11:20 am

Since infinite is technically not a number, and is the highest of limits of which there are no limits....then what do you get when you square infinity?

Or divide infinity by zero?

Or divide any real number by negative infinity?



Yeah. Math hurts.
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Re: All numbers are equal to zero?

Postby Yoshi Boo 118 » April 30th, 2010, 12:15 pm

Never really thought about that. Hmm...math can be strange sometimes. :mrgreen:
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Re: All numbers are equal to zero?

Postby MessengerOfDreams » April 30th, 2010, 12:17 pm

So if you divide by any number, we're screwed, huh?

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Re: All numbers are equal to zero?

Postby YoshiKid54 » April 30th, 2010, 3:05 pm

infinity is actually a hidden number, not the highest number. The symbol means any number.
For example: 0 * ∞ = 0
The infinity sign could be a zero.
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Re: All numbers are equal to zero?

Postby Runouw » April 30th, 2010, 3:30 pm

The problem is.. 1 / ∞ is not exactly equal to 0, but a number infinitely CLOSE to 0.
Like 0.0000000000000000... (with infinite zeros... then a 1)
So x / ∞ = 0 is really a false statement as you just proved....
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Re: All numbers are equal to zero?

Postby MessengerOfDreams » April 30th, 2010, 3:33 pm

Runouw wrote:The problem is.. 1 / ∞ is not exactly equal to 0, but a number infinitely CLOSE to 0.
Like 0.0000000000000000... (with infinite zeros... then a 1)
So x / ∞ = 0 is really a false statement as you just proved....


And he's on a posting roll, ladies and gents! :is shot by Runouw:

Either way, I don't really have a clue what you're saying, but I figured something out.

If I divide by zero, the world explodes.

If all numbers=Zero, then any number divided should make the world explode.

But, if I divide a number by, say, 6, then nothing happens.

So not all numbers equal zero.

There ya have it.
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Re: All numbers are equal to zero?

Postby MICrophone » April 30th, 2010, 3:41 pm

Infinity is a fickle thing…especially when doing limits in Calculus.

Yeah, that's pretty cool Suyo, but x/∞ = 0 is true only when x = 0. Nice thinking though…
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