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  #6776    
Old February 10th, 2013, 01:58 AM
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Kouzan
It's another wolf bite.
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216776

Woah what's with all the new mods all the sudden and why have I never seen them on PC before till now?

Also why is this thread dead right now?
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  #6777    
Old February 10th, 2013, 02:29 AM
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Well, things happen. Just post so it stays undead!

216777
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  #6778    
Old February 10th, 2013, 03:04 AM
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It's another wolf bite.
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216778

Hm alright.

I should be in bed sleeping though.
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  #6779    
Old February 10th, 2013, 03:34 AM
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Hikamaru
pseudologia fantastica
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216779

Bit surprising one of the two new mods had numbers in their name, which is a rare occurrence.
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  #6780    
Old February 10th, 2013, 05:19 AM
Cosmotone8
silhouette of the past
 
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I am so glad we have power again now that this stupid blizzard stopped. You have no idea how much I missed having a heated house.
216780
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  #6781    
Old February 10th, 2013, 07:59 AM
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Pokestick, good times.
An awesome usertitle
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216781

Hi thread, I'm back. Anything happened while I was gone?
No, of course not.
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  #6782    
Old February 10th, 2013, 08:16 AM
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216782

Do you like swedish house mafia?
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  #6783    
Old February 10th, 2013, 08:32 AM
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Pokestick, good times.
An awesome usertitle
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216783

Never listened to them, actually. They're probably good.
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  #6784    
Old February 10th, 2013, 10:10 AM
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I don't know what you guys are talking about. :c But this thread needs votes. SO VOTE.

http://www.pokecommunity.com/showthread.php?p=7531845

213784
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  #6785    
Old February 10th, 2013, 12:00 PM
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213785

Swedish House Mafia are pretty good <3 I love their music.

Also I've been so disconnected with PC lately. Time to bounce back! School can burn.
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  #6786    
Old February 10th, 2013, 12:51 PM
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X
 
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216786

I've been f*****g around on PO lately, and I assembled a team consisting solely of trolls. SubSeed Jumpluff, several Pranksters, Jirachi and Togekiss.
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That's right... It's begun again... How long must this war go on?
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  #6787    
Old February 10th, 2013, 03:58 PM
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216787

This thread is fantastic. We get to count to forever.
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  #6788    
Old February 10th, 2013, 04:04 PM
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216788

I agree! That's why it has "infinity" in the title. :D
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  #6789    
Old February 10th, 2013, 04:11 PM
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216789

I wonder has anyone ever counted to infinity yet, lol
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  #6790    
Old February 10th, 2013, 04:30 PM
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Damn, these Grammys stuff is one huge ****ing joke.

216790

Chuck Norris did. Twice.
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  #6791    
Old February 10th, 2013, 04:46 PM
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216791

Three times, actually, but the third time he whispered so as not to cause another big bang.
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  #6792    
Old February 10th, 2013, 10:49 PM
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Pokestick, good times.
An awesome usertitle
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216792

Let's just hope nobody tries to divide by zero again this time.
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  #6793    
Old February 11th, 2013, 04:14 AM
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pseudologia fantastica
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216793

Hehehehe Megan, I love that KISS theme of yours.

It's so... classic.
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  #6794    
Old February 11th, 2013, 04:51 AM
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PG Tips
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216794

Will now indulge in reading. Because hell yeah, culture.
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  #6795    
Old February 11th, 2013, 05:05 AM
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216795

I liks math. Especially simple like this
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  #6796    
Old February 11th, 2013, 08:16 AM
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216796.

simple math is all right. i can do simple math.
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  #6797    
Old February 11th, 2013, 08:19 AM
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Ivysaur
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I should indulge in culture more often and spend less time on interwebz forums.

216797
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  #6798    
Old February 11th, 2013, 08:32 AM
Katalyst
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If you can do simple math, tell me what is the integral of F·dr (dot product between the vectors F and dr), where F is the vectorial function whose coordinates are given by (10x^4 - 2x*y^3 ; -3x^2*y^2) and dr is the position differential vector of coordinates (dx; dy) along the path given by x^4 - 6x*y^3=4y^2, from the starting point (0;0) to the final point (2;1).

It's quite simple actually.
Spoiler:
Spoiler:
Spoiler:
Spoiler:
The curl of the function F is zero (d/dy (10x^4 - 2x*y^3) = -6x*y^2 = d/dx (-3x^2*y^2)), and as such the path you integrate the function along doesn't matter. Find the scalar function G whose derivative with respect to x is the first coordinate of F and whose derivative with respect to y is the second coordinate of F ---> G=2x^5 - x^2*y^3. Just do G(2;1)-G(0,0) and done! The final result is 60.


Blaarh, I tried to translate the names of that stuff as best as I could.

/end show-off

216798

Also, I should do the same as Went.
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  #6799    
Old February 11th, 2013, 08:35 AM
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Sora
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216799.

Simple math ends at algebra. Other wise I would have said Simple Algebra or simple calculus.

> only person who thinks like that ever
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  #6800    
Old February 11th, 2013, 08:36 AM
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Regeneration
meow
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Hello Mr. Maths. Why don't you solve this? integral(0 to 1)log[(1-x)^1/2+(1+x)^1/2]dx
:D

216800
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