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United Kingdom14103 Posts
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Answer is K.
(D/DK) * K^2 = K
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if d is delta, then 2*k is the answer.
//edit:
+ Show Spoiler +2k is definitly the answer.  gratz!
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Haha ^
Congrats on your 2k!
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Congratulations! Yay
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On June 05 2013 19:47 Integra wrote: Answer is K.
(D/DK) * K^2 = K chain rule: d(k^2) = dk*2k, so divided by dk it's 2k = 2k posts.
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FREEAGLELAND26781 Posts
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United Kingdom3685 Posts
Disguised homework thread IMO.
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i was wondering why anyone would ask such a simple question then OH it dawned on me
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Hohoho a clever one.
Congrats
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Oh nice lol
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Congrats on 2k posts PPPPPPP
EDIT: Quick, change answer to actually correct one lols
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Smart
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I thought I was missing something when I saw such a simple derivative, but oh you smart beaver.
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On June 05 2013 20:56 Sayle wrote: Disguised homework thread IMO.
sick.. that just blew me up
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Reported for homework thread.
+ Show Spoiler +Just kidding! :p
Congratz! That was clever, haha
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if you take the integral of the derivative of the square of the power of 10 multiplied by eulers number you should get your answer to be zero
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On June 06 2013 03:43 WikidSik wrote: if you take the integral of the derivative of the square of the power of 10 multiplied by eulers number you should get your answer to be zero +C
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TLADT24920 Posts
lol 2k = 2000 posts Congrats!
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On June 05 2013 19:47 Integra wrote: Answer is K.
(D/DK) * K^2 = K Winced a little when I saw this one
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Yeah, this was very clever. Props to this one .
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On June 06 2013 05:33 MountainDewJunkie wrote:Winced a little when I saw this one I was confused about the Integra note in the OP, but then I died a little on the inside as well.
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United States10328 Posts
wow that anonymous function tripped me up lol
i thought it was a poorly-written second derivative
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LOL @ first post.
All the more funny because he's from Sweden and his name is integra
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d(k^2)/dk=limh->0 [(k+h)^2 - k^2] / [h]
I think is the first step. Real men do math by first principles. Good luck have fun ^_^
PS:Congrats on the post count.
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