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basic partial derivative problem...

thanks, that was a quick response.
rolleye.gif
 
Originally posted by: RalphKramden
Originally posted by: dighn
Originally posted by: RalphKramden
Do your own farking homework.

heh he's just asking for verification. id ont see what's the problem

What if he's an aerospace engineer and I get on a plane he'll design in the future?
I shudder at the prospect.

Well then he can take out his trusty ti-89 and have it do it for him
 
Originally posted by: RalphKramden
Originally posted by: dighn
Originally posted by: RalphKramden
Do your own farking homework.

heh he's just asking for verification. id ont see what's the problem

What if he's an aerospace engineer and I get on a plane he'll design in the future?
I shudder at the prospect.

then you would be proud at the fact that you taught this fine young gentleman!
 
Originally posted by: dighn
Originally posted by: RalphKramden
Originally posted by: dighn
Originally posted by: RalphKramden
Do your own farking homework.

heh he's just asking for verification. id ont see what's the problem

What if he's an aerospace engineer and I get on a plane he'll design in the future?
I shudder at the prospect.

...

then i would be praised for making sure my calculations are correct instead of assuming i can't go wrong or just hoping for the best.
 
why is e^(-x-y-z) does that mean to the power of a bunch of different variables? Are you taking the derivative or the antiderivative... whats a partial derivative?
 
Originally posted by: Atlantean
why is e^(-x-y-z) does that mean to the power of a bunch of different variables? Are you taking the derivative or the antiderivative... whats a partial derivative?

yeah. taking the detivieative. paritlalll directifative with respect to x maenas treaintg the other variables lsike cosntnatns
 
Originally posted by: dighn
Originally posted by: Atlantean
why is e^(-x-y-z) does that mean to the power of a bunch of different variables? Are you taking the derivative or the antiderivative... whats a partial derivative?

yeah. taking the detivieative. paritlalll directifative with respect to x maenas treaintg the other variables lsike cosntnatns

Are you on something or drunk... or just typed it wrong? So yes taking derivitive, partial directifative?
 
Originally posted by: Atlantean
Originally posted by: dighn
Originally posted by: Atlantean
why is e^(-x-y-z) does that mean to the power of a bunch of different variables? Are you taking the derivative or the antiderivative... whats a partial derivative?

yeah. taking the detivieative. paritlalll directifative with respect to x maenas treaintg the other variables lsike cosntnatns

Are you on something or drunk... or just typed it wrong? So yes taking derivitive, partial directifative?

sorry i meant yes that is taking derivative, but it's a particial differentiation, all that means is you take the derivative with respect to 1 variable and treat the other variables in the equation as constants
 
Originally posted by: dighn
Originally posted by: Atlantean
Originally posted by: dighn
Originally posted by: Atlantean
why is e^(-x-y-z) does that mean to the power of a bunch of different variables? Are you taking the derivative or the antiderivative... whats a partial derivative?

yeah. taking the detivieative. paritlalll directifative with respect to x maenas treaintg the other variables lsike cosntnatns

Are you on something or drunk... or just typed it wrong? So yes taking derivitive, partial directifative?

sorry i meant yes that is taking derivative, but it's a particial differentiation, all that means is you take the derivative with respect to 1 variable and treat the other variables in the equation as constants

aah I see, that makes the question easy then.
 
Originally posted by: jinduy
2e^(-x-y-z)


is the partial derivative with respect to x

-2e^(-x-y-z) ?

when doing partial derviatives just pretend all the other variables are constants. So in this case x and z would be constants...good job on getting the right answer! 🙂

-Ed
 
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