PYQs on Laplace Equation | Short Cut Tricks | CSIR NET 2011 to 2023 | GATE 2003 to 2023

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This lecture explains the PYQs on Laplace Equation |Fully Short Cut tricks | GATE 2003-2023 | CSIR NET 2011- 2023
#gate2024 @DrHarishGarg #csirnet
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Superb...it's very helpful.. thanks alot respected sir...

SADDAMHUSSAIN-mwcv
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You are that ray of hope whenever mind says I can't do your video says to mind I can do. Thank you sir. 🙏🙏🙇

sonaligoud-decj
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Thank you very much sir. I didn't know about any theoretical part of Laplace equation. After saw this video, it is very helpful and i have a confidence to crack CSIR NET. Thank you

professorragavan
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Sir topology and modern algebra ke pyq bhi upload kr dijiye
It's a very wonderful session.
Thank you so much sir.

RohitKumarYadav
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Thanks sir for discussing all questions in one video

sweetyrani
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Thank you so much sir no word for your

shrawankumarpatel
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Thankyou so much sir ...I was struggling to find solution related to laplace equation question but after watching your video all doubt are clear...Thankyou sir ❤

sakshityagi
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Sir, in the Solution of every case you use U(x, y)=A Sin(n pi x / a ) Sinh(n pi y / b) but in M.D Raisinghania's book, the solution is given that U(x, y)=A Sin(n pi x / a ) Sinh(n pi y / a).In the numerator of Sin or Sinh, they use either ''a'' or '' b'' not both.
Please give me the reference of the book which you follow?

abinasasahoo
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7:40 not clear bcz in first example value of f(x) is given at u(x, 0) then why you not consider it in 3rd category or 3 rd case

avnishpaliwal
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Sir, can you please upload videos on 2 topics of course UMA012 Floating-point representation, rounding and chopping errors.

musiclover
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Sir, , topology and algebra important concepts video sir

JnJn-ct
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In 4:35 the solution of u(x, y) does not Satisfies the boundary conditions.... Sir can you please check it again.

chumkidey
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Sir modern algebra ka important topics ka koi pyq kara dete...

vishusinghofficial
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At time 19:40 I think option 4 is correct.

hardikbamaniya