2. EULER'S THEOREM | PROBLEM #2 | Most Important Problem | Partial Differentiation

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Topics covered under playlist of Partial Differentiation: Partial Derivatives, Euler's Theorem, Jacobians Theorem, Maxima and Minima, Lagrange's Method of Undetermined Multiplers.
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Please add basic topics of partial differentiation too. Thanks and regards

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kalpesh patil
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Helpful 🥳

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Sir it is possible to prove eulr thorem by taking the power of x is 2

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Proved hone ke baad ...ek baar speedly repeat krna chahiye sir ji ....
......sorry for that ...but jo tha mn me ,bol diya meine ....

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I think.. The statement where you wrote " u is a homogeneous function " should be mentioned for "f" instead of "u"....

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sir tension hai mere paper mai aaya tha ki Q. state and prove euler's theorem on homogeneous. if u=tan-1 x³+y³/x+y. to ye puchna h ki questions m sate and prove or u = tan¯¹x³+y³/x+y ke according dono karne h yaa sirf tan¯1x³+y³/x+y ke according karna h me sir u=tan¯1 x³+y³/x+y ke according kar aaya 😭😭😭😭😭tension ho rahi h bata do sir

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If Z=e^x(xcosy-ysiny) show that ∆^2Z÷∆x^2+∆^2Z÷∆y^2=0 sir please solve this problem 🙏🙏🙏

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Sir how to solve this problem -
If u= x^2 sin¯1(y/x) + e¯y/x. Prove that, x^2 uxx + 2xy uxy + y^2 uyy = 2(u-e¯y/x). Please help me...

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