1+1=2
prove me wrong
1+1 = 11
1 + 1 = window
1+1 = 10
\[0(1+1) = 0(3)\]
So hence proved..
divide by 0 to get: \[1+1 = 3\]
@MrMoose its a 1 outside the parenthesis :D
let a = b ab = b^2 ab - a^2 = b^2 - a^2 a(b-a) = (b+a)(b-a) a = b+a a = a + a a = 2a 1 = 2
therefore 1 + 1 = 4
lol....I've seen that kind of proof before...there's always some kind of error...
@alexwee123 ? that would make the initial statement untrue
o.O
yes
w8 no o.0
@Calcmathlete of course. how can 1 be equal to 2 without an error o.O it will shake the very foundation of math! it's like dividing by 0
@lgbasallote divide by zero between 4 and 5
Yup...
How can you prove something right to be wrong? If you can prove it, there must be either (1) something wrong with 1+1=2 or (2) something wrong with your proof. If it's the first case, then talk to mathematicians. If it's the second case, please don't troll around by starting this post.
@Callisto i wasn't trying to troll i was just curious of what people would come up with to a question like this o.0
ah well this was fun thx to everyone that posted an answer :D
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