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2DWorlds Forums
How about a random math debate? - Printable Version

+- 2DWorlds Forums (http://2dworlds.buildism.net/forum)
+-- Forum: Off Topic (http://2dworlds.buildism.net/forum/forumdisplay.php?fid=5)
+--- Forum: Debate (http://2dworlds.buildism.net/forum/forumdisplay.php?fid=36)
+--- Thread: How about a random math debate? (/showthread.php?tid=9312)

Pages: 1 2 3 4 5 6 7

RE: How about a random math debate? - noob007 - 05-09-2012

Wait, why is it i? How does 1/0 = sqrt(-1)?

RE: How about a random math debate? - Kieron - 05-09-2012

(05-09-2012, 09:02 PM)noob007 Wrote: Wait, why is it i? How does 1/0 = sqrt(-1)?

i = Unknown/impossible digit.

RE: How about a random math debate? - Paradox - 05-09-2012

(05-09-2012, 09:02 PM)noob007 Wrote: Wait, why is it i? How does 1/0 = sqrt(-1)?

Because i is an imaginary number (It isn't a real number).

RE: How about a random math debate? - Franco30557 - 05-09-2012

(05-09-2012, 09:02 PM)noob007 Wrote: Wait, why is it i? How does 1/0 = sqrt(-1)?

Because 0 is the scientific root to 1.

RE: How about a random math debate? - Paradox - 05-09-2012

(05-09-2012, 09:04 PM)Franco30557 Wrote:
(05-09-2012, 09:02 PM)noob007 Wrote: Wait, why is it i? How does 1/0 = sqrt(-1)?

Because 0 is the scientific root to 1.

No, 1 is the square root of 1...

RE: How about a random math debate? - noob007 - 05-09-2012

i is imaginary, yet that doesn't mean 1/0 is imaginary... it can be any number, right? That's why they call it undefined. I think you could also say 1/0 = ∞.

RE: How about a random math debate? - Franco30557 - 05-09-2012

i = 1/0

So... i + i = ????


RE: How about a random math debate? - Paradox - 05-09-2012

(05-09-2012, 09:09 PM)Franco30557 Wrote: i = 1/0

So... i + i = ????

i+i=2i

RE: How about a random math debate? - Kieron - 05-09-2012

(05-09-2012, 09:06 PM)noob007 Wrote: i is imaginary, yet that doesn't mean 1/0 is imaginary... it can be any number, right? That's why they call it undefined. I think you could also say 1/0 = ∞.

You have a point. When dividing 1 by 0 is pretty much the same as dividing by ∞. That could be any number starting in 1-9, so it could be:
1
.5
.333
.25
.2
.1667
.142
.125
.1

Then followed by a recurring amount of numbers between 0-9, which would still give you a number between 0-1, unless that number is a recurring 0, then you get caught in a paradox.

RE: How about a random math debate? - Paradox - 05-09-2012