Author Topic: Partial Derivatives (Read 1297 times)

SGVaibhav · « **on:** April 02, 2010, 07:19:15 pm »

Hi,
i cannot find the partial derivative for this thing...
this time,i tried lots, searched over the net, and after 0% sucess, im asking it now

$\[ \frac{\partial }{\partial x}[ \arctan([1/(x y^2 z^3))$

astarmathsandphysics · « **Reply #1 on:** April 02, 2010, 11:39:07 pm »

http://www.astarmathsandphysics.com/university_maths_notes/calculus/university_maths_notes_calculus_partial_differentiation.html

SGVaibhav · « **Reply #2 on:** April 03, 2010, 06:17:18 am »

how how how :S :S :S
the main part which i dont get is differentiating the first part of (arctan x).I can later derive $1 / xy^2z^3$ easily.
but the main thing which is how to derive the arctan of $1/xy^2z^3$

astarmathsandphysics · « **Reply #3 on:** April 03, 2010, 06:58:17 am »

I Will post the a link.

astarmathsandphysics · « **Reply #4 on:** April 03, 2010, 08:27:28 am »

http://www.astarmathsandphysics.com/a_level_maths_notes/FP2/a_level_maths_notes_fp2_differentiating_inverse_trigonometric_functions.html

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Author Topic: Partial Derivatives (Read 1297 times)

SGVaibhav

Partial Derivatives

astarmathsandphysics

Re: Partial Derivatives

SGVaibhav

Re: Partial Derivatives

astarmathsandphysics

Re: Partial Derivatives

astarmathsandphysics

Re: Partial Derivatives