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Fun and Games A place to enjoy yourself - no serious stuff here! Post count is disabled in here.

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Old 17th Dec 2015, 01:54 PM   #1
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The individual who makes the final post will be declared as the victor.

Refer to the title.
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The derivative of f(x)g(x):
f(x)g'(x)+f'(x)g(x)
Example:d/dx(x^2)(x^3)=(x^2)(3x^2)+(2x)(x^3)=3x^4+2x^4
=5x^4
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Old 17th Dec 2015, 01:58 PM   #2
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Re: The individual who makes the final post will be declared as the victor.

Um... That would be me. It's goin' down like the Hunger Games up in here. Got my bow ready and everything. *ready to kill*
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Old 17th Dec 2015, 01:59 PM   #3
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Re: The individual who makes the final post will be declared as the victor.

Very well.
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The derivative of f(x)g(x):
f(x)g'(x)+f'(x)g(x)
Example:d/dx(x^2)(x^3)=(x^2)(3x^2)+(2x)(x^3)=3x^4+2x^4
=5x^4
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Old 17th Dec 2015, 02:00 PM   #4
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Re: The individual who makes the final post will be declared as the victor.

I win
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Old 17th Dec 2015, 02:02 PM   #5
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Re: The individual who makes the final post will be declared as the victor.

Is that so?
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The derivative of f(x)g(x):
f(x)g'(x)+f'(x)g(x)
Example:d/dx(x^2)(x^3)=(x^2)(3x^2)+(2x)(x^3)=3x^4+2x^4
=5x^4
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Old 17th Dec 2015, 02:02 PM   #6
Shiraishi + Yamada...
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Re: The individual who makes the final post will be declared as the victor.

I highly doubt it.
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Old 17th Dec 2015, 02:03 PM   #7
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Re: The individual who makes the final post will be declared as the victor.

It is I who shall prevail.
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The derivative of f(x)g(x):
f(x)g'(x)+f'(x)g(x)
Example:d/dx(x^2)(x^3)=(x^2)(3x^2)+(2x)(x^3)=3x^4+2x^4
=5x^4
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Old 17th Dec 2015, 02:04 PM   #8
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Re: The individual who makes the final post will be declared as the victor.

You started it, but you can't finish it.
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Old 17th Dec 2015, 02:04 PM   #9
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Re: The individual who makes the final post will be declared as the victor.

fightme
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well, if i were you, i would have thrown in the towel by now. but you didn't get this far by giving up, did you? that's right. you have something called "determination." so long as you hold on... so long as you do what's in your heart... i believe you can do the right thing. alright. we're all counting on you, kid. good luck.
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Old 17th Dec 2015, 02:04 PM   #10
Et nos unum sumus.
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Re: The individual who makes the final post will be declared as the victor.

The clown don't fuck around. I am the true victor.
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http://t09.deviantart.net/ta2yIsClHGi_FQMz6jnJVKxMbYM=/300x200/filters:fixed_height(100,100)<img src=images/smilies/redface.gif border=0 alt= title=Embarrassment class=inlineimg />rigin()/pre09/23ab/th/pre/f/2014/127/2/8/sarge_red_vs_blue_by_floppynovice-d7hi98b.jpgWhen you kill your enemy, you wanna look him straight in the eye,
SO HE KNOWS THAT YOU'RE THE ONE WHO BEAT HIM TO DEATH.
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Old 17th Dec 2015, 02:05 PM   #11
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Re: The individual who makes the final post will be declared as the victor.

@KingdomKeyDK

Ah please don't kill me! I have a lot to life for!
Also I love your signature- it certainly rings true for me, and then usually something happens that makes the lies you tell yourself show themselves overtime and with the overwhelming evidence you can't deny it to yourself anymore.

What? What do you mean I sound like I'm talking from experience? Psh,no. *awkwardly laughs*

Anyways, I digress.

*puts up imaginary forcefield to reflect arrows being shot at me*

Haza! how many points do I receive?
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Loading signature..../ERROR 404/... whilst loading file "identity piece or inspirational quote".exe was not found on server.
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Old 17th Dec 2015, 02:06 PM   #12
Shiraishi + Yamada...
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Re: The individual who makes the final post will be declared as the victor.

Quote:
Originally Posted by AgenderMoose View Post
fightme
buck up bruh
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Old 17th Dec 2015, 02:09 PM   #13
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Re: The individual who makes the final post will be declared as the victor.

Quote:
Originally Posted by Canterpiece View Post
@KingdomKeyDK

Ah please don't kill me! I have a lot to life for!
Also I love your signature- it certainly rings true for me, and then usually something happens that makes the lies you tell yourself show themselves overtime and with the overwhelming evidence you can't deny it to yourself anymore.

What? What do you mean I sound like I'm talking from experience? Psh,no. *awkwardly laughs*

Anyways, I digress.

*puts up imaginary forcefield to reflect arrows being shot at me*

Haza! how many points do I receive?
Thou hast acquired 100000 points!
*Stabs Kingdom* Nay, it is I who will emerge victorious.
__________________
The derivative of f(x)g(x):
f(x)g'(x)+f'(x)g(x)
Example:d/dx(x^2)(x^3)=(x^2)(3x^2)+(2x)(x^3)=3x^4+2x^4
=5x^4
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Old 17th Dec 2015, 02:12 PM   #14
Shiraishi + Yamada...
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Re: The individual who makes the final post will be declared as the victor.

*casts Curaga* you can't stop a mage. Especially when they have the training of Merlin the Warlock on their hand.
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Old 17th Dec 2015, 02:13 PM   #15
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Re: The individual who makes the final post will be declared as the victor.

*Laughs* Merlin was a tenuous individual.
__________________
The derivative of f(x)g(x):
f(x)g'(x)+f'(x)g(x)
Example:d/dx(x^2)(x^3)=(x^2)(3x^2)+(2x)(x^3)=3x^4+2x^4
=5x^4

Last edited by AlgebraicUchiha; 17th Dec 2015 at 02:14 PM..
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Old 17th Dec 2015, 02:14 PM   #16
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Re: The individual who makes the final post will be declared as the victor.

Nope
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Old 17th Dec 2015, 02:14 PM   #17
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Re: The individual who makes the final post will be declared as the victor.

*teleports* please.
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Old 17th Dec 2015, 02:16 PM   #18
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Re: The individual who makes the final post will be declared as the victor.

Quote:
Originally Posted by Steve FS View Post
Nope
*Assassinates Steve* I will conquer thy domain, and I shall centralize it.
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The derivative of f(x)g(x):
f(x)g'(x)+f'(x)g(x)
Example:d/dx(x^2)(x^3)=(x^2)(3x^2)+(2x)(x^3)=3x^4+2x^4
=5x^4
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Old 17th Dec 2015, 02:17 PM   #19
Shiraishi + Yamada...
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Re: The individual who makes the final post will be declared as the victor.

*casts protection spell* I will not allow it to end this way. Not yet.
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Old 17th Dec 2015, 02:18 PM   #20
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Re: The individual who makes the final post will be declared as the victor.

Quote:
Originally Posted by KingdomKeyDK View Post
*teleports* please.
Very well then, thou hast not provided me with any other options.
I shll resort to this.. Chidori! *Sharingan is activted and my right hand erupts in a stream of blinding electricity that emits the sound of chirping birds.*
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The derivative of f(x)g(x):
f(x)g'(x)+f'(x)g(x)
Example:d/dx(x^2)(x^3)=(x^2)(3x^2)+(2x)(x^3)=3x^4+2x^4
=5x^4
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