all gd, just was getting flooded with notifications.
What is 1+1?

#21 alright dude chill, thats actually a huge misconception (and I've known some who actually think its real) so I was just clearing it.

#21 alright dude chill, thats actually a huge misconception (and I've known some who actually think its real) so I was just clearing it.
sry just got flooded with notifications saying the same thing. I know its a false proof. Just thought it was funny cause everyone was saying goofy awnsers

Does this hold?
e^(i * pi) = -1
i * pi = ln(-1)
i = ln(-1) / pi
i = ln(-1) / ln(e^pi)
i = ln(-1 - e^pi)

Proof for 1+1=45: I have a firearm. Wanna disagree?
Guess what, we're in America so I have one too. Wana go to Florida this summer and wrestle a crocidile?

Does this hold?
e^(i * pi) = -1
i * pi = ln(-1)
i = ln(-1) / pi
i = ln(-1) / ln(e^pi)
i = ln(-1 - e^pi)
That’s eulers identity, right?

Does this hold?
e^(i * pi) = -1
i * pi = ln(-1)
i = ln(-1) / pi
i = ln(-1) / ln(e^pi)
i = ln(-1 - e^pi)
gona keep going
i^2 = ln(-1 - e^pi) * ln(-1 - e^pi)
-1 = ln(-2 - 2e^pi)
-1 = ln(2(-1 - e^pi))
-1 = ln(-1 - e^pi) + ln(2)
-ln(2) - 1 = ln(1 + e^pi) + ln(-1)
-ln(-1) - ln(2) - 1 = ln(e^pi) * ln(1)
-ln(-1) - ln(2) - 1 = pi * 0
-(ln(-1) + ln(2) + 1) = 0
ln(-1) + ln(2) + 1 = 0
i * pi + ln(2) + 1 = 0
i = (-ln(2) - 1) / pi
i = (-ln(2) - ln(e)) / pi
i = -(ln(2/e)) / pi

Does this hold?
e^(i * pi) = -1
i * pi = ln(-1)
i = ln(-1) / pi
i = ln(-1) / ln(e^pi)
i = ln(-1 - e^pi)
That’s eulers identity, right?
yes, I'm using it

What is 1+1? Just asking
Look down and count how many you have hanging. Just telling.

BRO CAN U GUYS TAKE A JOKE
bad math is funny?
Bruh, its a funny cause at first glance nothing looks wrong. Just take a joke man.
How is, in that proof, i² = -1?