JEE ADVANCED : THE MAGIC OF ELECTRIC FIELD LINES

JEE ADVANCED : THE MAGIC OF ELECTRIC FIELD LINES
This amazing problem is the modification of the famous problem of krotov , this video will enable the visualisation and critical thinking of students .If you like the solution of this problem , then please like , share the video and subscribe my channel.

Our collection of problems will be useful for all students and teachers involved in school physics across the globe 🌍. These videos will be specially very helpful for students preparing for JEE ADVANCED and other school level olympiads and competitive exams like IME Brazil , ITA Brazil , HKPhO etc.
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[INSP_NITIN]

In this video at 5:21 equation, while writing flux due to Q1 and Q2 through the circle, it has to be theta 2 instead of beta . Pardon me for such a typo . Rest of the solution and explanation is correct . Thanks to viewers who brought it into my notice .

[PHYSICSSIRJEE]

ONE OF MY FAVOURITE PROBLEMS OF NITIN SIR . GREAT EXPLANATION SIR :)

[ishaanagarwal]

SO SO MINDBLOWING ! I thought on this problem for a good half hour, still couldn't think of that Gaussian surface at infinity. Kudos to whoever could solve this problem. Physics never stops amazing you.💙

[paramveerchoudhary]

you are the best physics teacher now on unacademy plus aapse har topic main kuch mAGICAL HOTA HAI

[Rahul_Singh]

Amazing question sir! Gaussian surface at infinity pehli baar dekha 🤔

[sparshjain]

Solved this problem on my own using the same approach 🥳🥳🥳🥳

[_.TUSHAR._]

And hats of to the teacher who made this problem clear to us too

[dhruvchaurasiya]

Amazing video sir and very great concept. Thanks for bringing such videos.

[amiyancandol]

Awesome extrapolation of the original krotov problem🙏 Feels so good to have been abled to solve this original problem of nitin sir. Learnt many new and amazing methods from this problem

[rmishra]

The real magic is Gaussian surface at infinity ! Lovely problem and great explanation as well. Thankyou sir

[priyanshu-.]

These are mind blowing and the way u explained sir..🙏🏻 Gurudev ko charan sparsh.❤

[cricobug]

Amazing sir, i am giving it a boost to my friends, Keep uploading like these insight videos

[magnificentguy]

Superb explanations sir, sir please continue to upload this video's

[yashramani]

Sir you are more amazing than this problem ..
Loved it.

[vishalplayzz]

gaussian surface at infinity is lit :)

[smitjogani]

Keep Amazing Us With Such type of problems! Great Work Sir Thank You!!!

[AmrutanshuDash-mg]

Thank you so much sir for posting such useful videos

[girdhansingh]

Beautiful use of solid Angle 🔥 majaa aa gaya thnks sir ❤️

[KattamuriKowshiq]

Sir there's an error in 5:21 equation.... If you equate second and third relation flux in theta region will be zero.... There you need to mention theta2 in second expression in the last relation

[dhruvxx]

Wow I got it right in first attempt, binging this channel is sure showing its affect