[QUOTE=Rad McCool;17935706]tits = 2
=>
1x(2/2) = 5
1x1 = 5
x = 5[/QUOTE]
No, tits = 2/5. That x is a multiplication symbol.
2/tits = 5.
tits = 2/5
lim(tits -> 0) internet = facepunch
lim(tits -> +infinity) internet = you tell me... I can't find the solution to this one...
also
1*1 = 1
11*11 = 121
111*111 = 12321
1111*1111 = 1234321
11111*11111 = 123454321
[QUOTE=JohnnyMo1;17935860]No, tits = 2/5. That x is a multiplication symbol.
2/tits = 5.
tits = 2/5[/QUOTE]
What??
If the x is *
=>
1 * tits/2 = 5
Tits are 2, right? 2 tits on one woman
=>
1 * 2/2 = 5
1 * 1 = 5
1 ≠ 5
Not true.
1 * tits/2 = 1
If one of the sides of a building is 40 feet and has a shadow of 62 feet and 3 inches long, than how tall is a person who's shadow is 10 feet 7 inches long. Btw the shadows lengths are measured at exactly the same time.
a^log(b) = b^log(a)
legit.
[QUOTE=SteelReal;17937194]If one of the sides of a building is 40 feet and has a shadow of 62 feet and 3 inches long, than how tall is a person who's shadow is 10 feet 7 inches long. Btw the shadows lengths are measured at exactly the same time.[/QUOTE]
(40 feet * 10 feet 7 inches)/62 feet and 3 inches
I can count to potato.
I = -1
[QUOTE=RG4ORDR;17938066]I = -1[/QUOTE]
i² = -1
x/0 = x
:smug:
I'm giving this thread the boot up the arse of life for the sake of the Mandelbrot set
[img]http://www.cs.ucr.edu/~macchiea/cs130/lab9/fractal.jpg[/img]
Behold.
I always thought it looked like some really creepy virus thing.
It is awesome!
1/0=
Hey, someone post the first 10,000 decimals of "Pi", please?
I'm so eager to know I don't want to google it up!
10^(10^100)
[QUOTE=evilking1;17895213]Do they have any practical use[/QUOTE]
Actually, complex analysis has many uses. For one, through complex analysis you can do integrations and computations that even computers have a hard time doing; all by hand.
I've seen complex analysis used to prove a regular heptagon cannot be constructed by placing 7 equidistant points along a circle's circumference. Pretty powerful stuff.
[QUOTE=PoodleSlayer;17998251]Actually, complex analysis has many uses. For one, through complex analysis you can do integrations and computations that even computers have a hard time doing; all by hand.
I've seen complex analysis used to prove a regular heptagon cannot be constructed by placing 7 equidistant points along a circle's circumference. Pretty powerful stuff.[/QUOTE]
No way? I thought it was the other way around!
