SPECIAL PENNYWISE IT MASK FOUND! SO SIMULAR!!!

[Joseph Mendoza Ábalos]

http://steamcommunity.com/sharedfiles/filedetails/?id=1134848480
OMFG

[Sterling]

i am spooked

[fruit punch]

13298056238056082346spooky19276597162397569716325976173956913695me

[VxWolf]

tan(90)Spookysqrt(-1)Me

[VxWolf]

Hoxton the Wanker Clown

[shane]

i can't believe this is still going

[Mr.McCloud]

:|

[BubblestationCPH]

#Diaryblog

[∴ Snake ∴]

kinda looks like a ♥♥♥♥♥♥ houston mask

[timmonsisold66]

WTH are you smoking. That is not even close

[drewbstar]

how do i delete someone else's post?

[FireDrake]

Originally posted by VxWolf:

tan(90)Spookysqrt(-1)Me

(Infinite)Spooky(i)Me?

[VxWolf]

Originally posted by FireDrake:

Originally posted by VxWolf:

tan(90)Spookysqrt(-1)Me

(Infinite)Spooky(i)Me?

Actually tan(90) is undefined but yeah close enough

[FireDrake]

Originally posted by VxWolf:

Originally posted by FireDrake:

(Infinite)Spooky(i)Me?

Actually tan(90) is undefined but yeah close enough

Because infinity is not a number. If you use limits, the answer will approximate to infinite

[VxWolf]

Originally posted by FireDrake:

Originally posted by VxWolf:

Actually tan(90) is undefined but yeah close enough

Because infinity is not a number. If you use limits, the answer will approximate to infinite

tan is sin(x) divided by cos(x)
When x = 90, sin(90) = 1 and cos(90) = 0.
Therefore you're dividing 1 by 0.
You can't divide anything by zero.
The answer is undefined, but not infinity

[FireDrake]

Originally posted by VxWolf:

Originally posted by FireDrake:

Because infinity is not a number. If you use limits, the answer will approximate to infinite

tan is sin(x) divided by cos(x)
When x = 90, sin(90) = 1 and cos(90) = 0.
Therefore you're dividing 1 by 0.
You can't divide anything by zero.
The answer is undefined, but not infinity

True, you can't divide anything by zero, which means that the answer doesn't exist as a number. But if you need to have an idea of what it approximates to, for, let's say, making a graph, you use different methods, such as limits.
lim(x->0) (C/x), where C is any constant, such as 1, results in infinity. That's why it's called an infinite limit. Of course, infinity is not a number, which is why it's undefined in calculators for example, but an answer such as that isn't enough in mathematical methods.