Undefined
X = Impossible
So basicly it's not possible .. not a big deal..
Btw .. for example if you say 5 x 5 = 25
Then 25 / 5 = 5
But you can't do 5 x 0 = 0 , 0 / 0 or 0 / 5
So it's just impossible , stop making another law..
Last edited by Shadeyz346; 04-14-2011 at 08:55 AM.
Undefined
The distinction between undefined and infinity is more clear when you move into calculus and start touching on limits and derivatives. You'll learn that while 0 is undefined, while you approach 0 you will head into infinity.
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Igir is right.
Multiplying 0 is not a valid algebraic property, your theorem is invalid.
FAILED.
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edit
Fuck I just realized how stupid it sounds. What Igir said is just dumb, but I think he knows what I know. Lemme try to explain it since I don't know the name of it. Basically, moving 1/0 = x to 1 = 0x is IMPOSSIBLE. You can never plug anything in for x that will equal one. You can't divide by zero in the first place, so moving it over is STILL INVALID.
Last edited by arunforce; 04-14-2011 at 10:53 AM.
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It's 0. /fp
0 of anything is 0. 0 goes into something 0 times.... It ain't difficult...
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lol teachers told us that we can just type NO ANSWER
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i leave the answer blank when i get that kind of problem.