mega thread Last Poster Wins

[PROJECT: Simon 3,954]

I count 5 

[Gatekeeper Giggle 2,902]

 

 

I've been waiting a year and a half to post that pic btw.

I've got youtube videos that I've been dying to use, but the right circumstances never came up...

[FortyTwo42 1,287]

I count cos²(x)+sin²(x)+1 Discords!

[Gatekeeper Giggle 2,902]

 

 

I count cos2(x)+sin2(x)+1 Discords!

I definitely can't understand all that.  

[~~~~~~~~~~ 1,174]

For real this time, I'm going to bed. See you all in the morning! ('Round 7:30'ish)

[PROJECT: Simon 3,954]

He's saying there's 999481813 Discords. 

[FortyTwo42 1,287]

I definitely can't understand all that.  

Does this help: cos²(x)+sin²(x)=1.

 

I'm throwing math everywhere just like you wanted, Stormgiggle/St0rmgiggle/Stormgiggle0! I can even give a proof of the above result if you want!

[Gatekeeper Giggle 2,902]

 

 

For real this time, I'm going to bed. See you all in the morning! ('Round 7:30'ish)

Goodnight!

 

 

 

He's saying there's 999481813 Discords. 

 

That equation obviously equals negative zero.

 

 

I'm throwing math everywhere just like you wanted, Stormgiggle/St0rmgiggle/Stormgiggle0!

I never wanted that.

[Hidey 2,836]

everybody's getting shipped tomorrow.

[Gatekeeper Giggle 2,902]

 

 

everybody's getting shipped tomorrow.

How wonderful. You know how much I love shipping. 

[FortyTwo42 1,287]

everybody's getting shipped tomorrow.

... Do you mean we're going to be paired up, or we're being transported overseas? I'm not really fond of either.

[PROJECT: Simon 3,954]

no

Edited February 11, 2015 by Simon (Salem/Wilfre)

[Hidey 2,836]

How wonderful. You know how much I love shipping. 

x

 

 

there will be fanfics of this beautiful pairing. A match made in heaven.

[Gatekeeper Giggle 2,902]

By the way, if you guys discover what's wrong with me, I'll return to normal.

 

 

 

there will be fanfics of this beautiful pairing.

That's definitely going to happen.

[PROJECT: Simon 3,954]

Alright I posted that math but I messed up so..

 

 

Let's say there's 900 Discords and 60 Twilights and the total is 999481818 . There's 5 more Discords than Twilights. Let's make Discord to x and Twilight to y. 

 

Our equation will be 900x+60y = 999481818

 

x = y+5

y=x-5

 

Let's substitute 

 

900(y+5)+60y = 999481818

 

900y+200+60y = 999491818

960y+200 = 999491818

960y = 999491618

y = 1041137.1021

 

1041137.1021 Discords. I'm throwing math everywhere. 42!!

Edited February 11, 2015 by Simon (Salem/Wilfre)

[Hidey 2,836]

x

 

 

x  ?

Edited February 11, 2015 by Pretend Horse

[Gatekeeper Giggle 2,902]

 

 

x http://1.bp.blogspot...00/wow.gif/img]

42 X A random link?

[PROJECT: Simon 3,954]

[Hidey 2,836]

42 X A random link?

 

 

[FortyTwo42 1,287]

Let's say there's 900 Discords and 60 Twilights and the total is 999481818 . There's 5 more Discords than Twilights.

 

Stop right there. I'm going to do this myself, so we I can check to see if our answers match up and we're correct.

 

Let Discord be d and let Twilight be t.

Then our two equations are:

1) 900d+60t=999481818

2) d=t+5

 

Substitute 2 into 1 to get:

900(t+5)+60t=999481818

900t+4500+60t=999481818

960t+4500=999418181

960t=999477318

t=1041122.20625

 

d=t+5, so d=1041127.20625.

 

Hence there are 1041127.20625 Discords and 1041122.20625 Twilights.

 

We don't seem to agree. I believe your error is here:

 

900(y+5)+60y = 999481818

 

900y+200+60y = 999491818

Expanding 900(y+5) should give 900y+4500.

[PROJECT: Simon 3,954]

I should've looked at it more closely... I deserve any punishment I get. 

Oh wait. You stop right there. Since you corrected my math, I'll correct you too. 

 

 

 

 

so we I can check to see if our answers match up and we're correct.

 

[11th Doctor Whooves 794]

I am teh winnerz!

[FortyTwo42 1,287]

Now as promised, the proof that cos²(x)+sin²(x)=1

 

This requires analyzing a right-angle triangle, so for reference let's refer to this diagram:

 

From this diagram, we know that sin(A)=a/c and cos(A)=b/a. (sin: opposite/hypotenuse. cos: adjacent/hypotenuse.)

 

Now, let's square both equations, giving us sin²(A)=a²/c² and cos²(A)=b²/c²

 

We'll rearrange this to make the proof easier. For both equations, c² will be moved to the other side, giving c²sin²(A)=a² and c²cos²(A)=b²

 

From Pythagoras, we know that c²=a²+b². From the above equations, we have another expression for both a² and b². Substituting them into this equation gives us c²=c²sin²(A)+c²cos²(A)

 

Simplifying this:

c²=c²sin²(A)+c²cos²(A)

c²=c²(sin²(A)+cos²(A))

1=sin²(A)+cos²(A)

 

So there you go. sin²(A)+cos²(A)=1.

[Hidey 2,836]

Went to sleep and then said nah ( ͡° ͜ʖ ͡°)

 

came back for the win

 

 

but I'll read the above post and be asleep again in no time

Edited February 11, 2015 by Pretend Horse

[FortyTwo42 1,287]

 

I should've looked at it more closely... I deserve any punishment I get. 

Oh wait. You stop right there. Since you corrected my math, I'll correct you too. 

 

 

Whoops! My bad! So, does this mean we both now deserve any punishment we get?