you can't divide by zer...
You can't divide by zer
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>X/0 * 0^2 = X
the zeros cancel out
This first line is undefined
yeah and you're left with x * 0 retard
i clearly define it though
0^2 = 0^1 retard
>being this retarded
lol
>image having no argument
lol
the faggots who spam this and the imaginary triangle threads should be permaed
Therefore 1 = 2
Top comment
>you can't divide by zer...
en.wikipedia.org
x^0 is already defined to be 1, including 0^0.
1/0 is undefined
You've set undefined = X
So 0 = undefined, good job?
Undefined btfo
lol even if you allow the first line to be defined,
the second to final line is indeterminant and the entire "proof" goes to nothing.
Since when does 0^0 = 0
...o.
>[math]x\,|:0[/math]
>[math]\frac{x}{0}|*0^2[/math]
what did user mean by this?
How did you jump from those first 3 steps to the 4th one? 0^0 is 1, we don't know what happens if you divide by 0, we can assume x has a value in the first three steps but one that is unknown.
Sage
>we can assume x has a value in the first three steps but one that is unknown.
but i show that it has the value of 0^0
>0*0 = 1
pottery
You can make up whatever bullshit your want, but this is flat out retarded, since your awful definition means that all numbers are now equal.
Completely worthless definition that destroys the rational/real numbers.
And with that you leave the standard definitions of the real (or rational) numbers.
[math]0^0=1[/math] you dingus
z=x/y
z*y=x
z=0/0
z*0=0
z=1/0
z*0=1