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#1 2007-02-13 03:08:32
- RauLiTo
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- From: Bahrain
- Registered: 2006-01-11
- Posts: 142
differentiate this !
differentiate this with respect to x
it seems boring 
... help please
ImPo$$!BLe = NoTH!nG
Go DowN DeeP iNTo aNyTHinG U WiLL FinD MaTHeMaTiCs ...
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#2 2007-02-13 03:13:16
- RauLiTo
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- From: Bahrain
- Registered: 2006-01-11
- Posts: 142
Re: differentiate this !
i think this is the first step ... but maybe there are special way ... because it will take long time to do it with the natural way ...
who can countinue ? 
ImPo$$!BLe = NoTH!nG
Go DowN DeeP iNTo aNyTHinG U WiLL FinD MaTHeMaTiCs ...
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#3 2007-02-13 03:18:48
- RauLiTo
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- From: Bahrain
- Registered: 2006-01-11
- Posts: 142
Re: differentiate this !
i forgot to put the power ( 1 / 2 ) in one of them ...
ImPo$$!BLe = NoTH!nG
Go DowN DeeP iNTo aNyTHinG U WiLL FinD MaTHeMaTiCs ...
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#4 2007-02-13 04:49:00
- luca-deltodesco
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- Registered: 2006-05-05
- Posts: 1,470
Re: differentiate this !
well i dont know about that composite derivitave, do you mean chain rule?
The Beginning Of All Things To End.
The End Of All Things To Come.
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#5 2007-02-13 05:05:34
- Ricky
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- Registered: 2005-12-04
- Posts: 3,791
Re: differentiate this !
They are in fact the same thing, but stated in different ways.
The composition rule is:
f(x) = g(h(x)), then f'(x) = g'(h(x))*h'(x)
"In the real world, this would be a problem. But in mathematics, we can just define a place where this problem doesn't exist. So we'll go ahead and do that now..."
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#6 2007-02-13 05:08:28
- luca-deltodesco
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- Registered: 2006-05-05
- Posts: 1,470
Re: differentiate this !
they are the same thing though when i first learnt the chain rule, i learnt it int he function notation, then in the above notation.
Last edited by luca-deltodesco (2007-02-13 05:10:40)
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#7 2007-02-13 07:04:34
- RauLiTo
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- From: Bahrain
- Registered: 2006-01-11
- Posts: 142
Re: differentiate this !
thanks alot alot guys ...
ImPo$$!BLe = NoTH!nG
Go DowN DeeP iNTo aNyTHinG U WiLL FinD MaTHeMaTiCs ...
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