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Prove 0=1

Proof 0= 1
Left hand side= 0 = 0+0+0...
= (1-1)+(1-1)+(1-1)....
= 1+(-1+1)+(-1+1)....
= 1+0+0+0....
= 1
= right hand side

Hence proved (O_O)
This is why in math you have to be very careful when dealing with infinity, you can't just interpret it whichever way you want.
Here’s another proof...

1 divided by infinity = 0
0 divided by infinity = 0

Therefore,
1 divided by infinity = 0 divided by infinity

Cancelling infinity from denominators of left hand side and right hand side we get,

1 = 0
Wait a, minute, so if I go to the drive thru in Mcdonalds and ask for 0 Big Macs that mean I get it for free! :D :D :D
@dumbbells
Go to the police station, say your proof that 0=1, I hope they don't jail you as a math killer.
x^2 = x*x
x^2 = x+x+x+...+x (x times)

Taking derivatives:
2x = 1+1+1+...+1 ( x times)
2x=x
2=1
1=0

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