Mathematics: Illustration on Euler's Theorem on Homogeneous Function

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[@aphelmusonda5253]

At first, I didn't even have an idea, but your simple, quick and straightforward explanation made me get a concept which i didn't get in my afternoon 2hrs lecture with my professor🙏thank you so much sir!

[@simeonomwoyo328]

i used this tutorial and i really got the concept. I LOVE IT

[@TheArtAvenue1]

Tysm to you for understanding me . The eulers theorem

[@noyonibrahem1896]

thank you man, it's really help full

[@aboutstudies123]

Thank you Sir. That's an easy explanation

[@winnnkang1947]

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[@daniecrich]

Thank you! This was very clear and helpful!

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fuck

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u r amazing sir
jazakallahkhairun Sir 😄

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Good Job! Loved it

[@josephxavier3586]

Thank u sir. Its easy to understand.

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Best video in less time👍

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Thank you, sir

[@mohammadkhan3676]

Well explained, thanks sir

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very helpful thank you sir

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Thanks a lot brother!!

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sir .............good effort............thank you so much.......do vedios regarding complex analysis and probabilty......vector calculus.........numerical methods..........

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INCREDIBLE

[@KunwarDigvijayPratapSingh]

Thanks a lot, by far the easiest explanation!

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Thank you so much sir.

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Thank you for this video, my scatter brain has been gathered today

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Thank you so much

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thanks it helped

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Thank you very much 😊

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thanks so much!

[@darrylng9562]

Thank you Sir🙏

[@kashifbutt9311]

Thanks for this

[@technicalkrish7817]

very easy explanation sir ji thank you very much

[@danirizzo1049]

such a huge help! Thanks! :)

[@omagrahari6332]

Now you where are you

[@anonymousinblood6286]

Thanks sir

[@purnimachandra1001]

Thanq sir

[@bharatacharyk6698]

Brother, how could you get that 2xy²

[@rachittyagiyoutube]

sir plz reply ASAP my ques. is can we find degree of homogeneous function without euler therom by taking x=xt and y=yt

[@tomasnobrega8087]

thank you

[@peteotis1911]

Very clear

[@dddabhi3975]

very good

[@VikasYadav988]

Great !

[@milindlangar3262]

Great 💥

[@sugreevkumar591]

Nice Sir 👍👍👍👍

[@bhaskarkommu1690]

Thank you sir
Very clear explanation
Very useful sir gamma functions beta function explan sir

[@sami-samim]

Thank you man. I know how to do it. But, could you let us know why we do it?

[@Onesmo]

exactly my thought as well...

[@SulochanaBehera7]

@Wasiul Farabi 😁🤣

[@MJtheFellowActuary]

Actuaries use this theorem to help us allocate capital to various business units in an organisation. If we allocate too little, regulators get upset. If we allocate too much, shareholders get upset. We use this theorem in Capital Allocation Methods.

[@divyanshchaturvedi6677]

Sir plz take a question ofprove eular theoram in fuction depend on three variable x,y,z ....

[@matiegamesx5465]

thanks

[@Zester_Gaming]

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

[@sachinthanirmal7469]

u=tan-1 ( x³+y³/x+y)
tan u = x³+y³/x+y
tan u = x^2{ (1+(y/x)^3)/(1+(y/x)}
make that sum like that

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Love you boss😘😘

[@selvisubramaniyan7801]

Do the full 16mark problem please...

[@IbnuNurHamzah]

its help, thank you bro!

[@mr.shiv-shankarkumar547]

thanks for understands to euler's theorem.
in english language.

[@suhasgondi181]

shivshankar kumar understands the thanks for Euler's theorem language in english

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good

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nice

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Wow 😮😮😮😮

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[@paragthorat6877]

Nice

[@abhishekzamare3579]

Thank you sir but... What is the use of this theorem in real life... ?

[@harshice_0793]

Y don't u explain Fourier series

[@d4rknoobyo]

thank you

[@soudaminipanda1761]

Why z coordinate didn't considered here

[@amitray9965]

nice from w.bengal

[@DSPHReshmiPaul]

Sir, 3rd order ki Eular formula boldo

[@sanjipmahato1086]

Next question I don't know sir

[@madansingh9370]

nicc

[@KrishnaKrishna-lp6qv]

where is doubt section

[@advaitpathak4330]

Its in the description (for future viewers....)

[@zubairkhan-hz1vz]

Change in u due to change in x is wrong..

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Where is doubt section bro!!😂😂

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Lassan

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helps a lot

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Few hours bfore exm

[@alimsyed5353]

great video, still don't understand tho :(

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Verify the restrictions in the Rotterdam Model
Adding up restrictions
Enge Cournot
Homogeneity
SymmetryVerify the restrictions in the AIDS model
adding up:
homogeneity:
Symmetry.
Derive the Marshallian, Compensated, and Income elasticity based on the estimated parameters from the AIDS model

[@sairamnomula8710]

Solve problems which include sin or cos functions....don't take these examples ....thnk u...for da video...

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Nice video but your logo is annoying 😥😩😩

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[@mazenelnoor1537]

Thank you sir