@ Dr Harish Garg 31:16 removable or non isolated ek sath kaise ho skti ..dono ki property ek dusre ko contrdict kr rhi h ..ek hi ho skta ya removable ya non isolated ..jyada dominant non isolated h so I think 4 option correct hona chahiye
@@DrHarishGargsir non isolated hoga that's clear but I have one confusion please reply we check denominator zeroes only and that's is pole but we can also check numerator zeros then we will also get limit point then why we only choose pole? From numerator it will be isolated also how can we understand what we should check and why
Sir please combine all of your tips and tricks like marathon series for revision it will help a lot🙏 thanks a lot and it's really means a lot of your dedicated work ❤towards us
@26.59 nπ are not zero as e to the power tan nπ is 1 So i think ( 2n+1) π/2 are singularity as at this point tanz doesn't exist... and as limit of function doesn't exist so all are essential singularity....
@@DrHarishGarg Sir, since we are usually watching these Video Lectures form Smartphones, I will recommend you to watch this video on Smartphone and see the Difference in the Sound Quality.. Thanks sir for your Response.❤️
Sir please make a shortcut revision of your tricks and tips which you explained in previous lectures of real, linear algebra, OD, PD, COV, integral equations . As it is very helpful for our last day revision
Check derivative rules, which i explained .... Dont think like this manner either sin z or sinhz present or not....always use the derivative approach, as i explained
One of the best thing i experienced The way in which sir teaches us create interest and naver get bother... Its motivational Thanks you so much sir... May God bless you with good health...
One of the best Teacher.....Sir,
Many thanks.
thank you very much sir...... great effort .
One of the best video for singularity topic, infact I can able solve questions by my own. Thank you sir
Many many thanks sir
I like your teaching sir.very clear explanation. Super sir. Thank you
Very useful video .. Tq sir
Great job sir❤
Thanks you sir aap great ho
16:50 , in the option it is given for simple poles but z=0 is a pole order 3 and the rest points have order 1.. Please clarify .
Kindly teach abstract algebra also sir. Its very helpful.The way of short tricks are so useful. Thank you sir.
Thank you so much sir accepting our request
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@ Dr Harish Garg
31:16 removable or non isolated ek sath kaise ho skti ..dono ki property ek dusre ko contrdict kr rhi h ..ek hi ho skta ya removable ya non isolated ..jyada dominant non isolated h so I think 4 option correct hona chahiye
Yes... Only non isolated.... Kindly correct.
@@DrHarishGargsir non isolated hoga that's clear but I have one confusion please reply we check denominator zeroes only and that's is pole but we can also check numerator zeros then we will also get limit point then why we only choose pole? From numerator it will be isolated also how can we understand what we should check and why
Great great great great great sir
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Thnak you for this amazing lecture
Amazing trick...
Thank you Sir . I was waiting for it from very long time .
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@@DrHarishGarg sure sir 🙏
One's of best teacher
Thank you soo much Sir your videos are really amazing🎉
Really very helpful sir 🙏🤗
Best teacher
Very helpful sir ❤
awesome sir jiii
Very very helpful sir ji
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Sir, 31:12 pr at infinity pr removable and non isolated singularity dono kaise ho skti hai..?
Same doubt 🤔
Sir Thank you so much🙏🙏🙏🙏🙏
Thank you Sir.
Thnaku so much sir
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Sir you are the best 👍💯
Thank you sir... I completely understood this concept
43:48 is question par option 1. Kaise correct ho sakta hai vai
Sir, 31:1 pr at infinity pr removable and non isolated singularity dono kaise ho skti hai..?
Yes Sir, plz expailn
Really really you are great sir 💖
In que f(z)=(1-e^z)/(1+e^z) , non isolated essential singularity at z=infinity. So,Only option 4 is correct. Option 2 is incorrect .
U r right
Not expected sir... Thank you very much ❤🎉🎉🎉
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@@DrHarishGarg Definitely sir 😍
43:51 one order ka zero to numerator me bhi hai na sir?
Sir, please guide all chapters of math for csir net....
Your teaching is very much good...
Please, guide...
best content provider
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Thank you so much sir
Sir please combine all of your tips and tricks like marathon series for revision it will help a lot🙏 thanks a lot and it's really means a lot of your dedicated work ❤towards us
Ur explanation is awsome in higher mathematics ✨👌 Please make playlist of topicwise 🙏
Thank you very much sir
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Great lecture sir...💐💐🙏
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Sir ,Sin πz =0 hua to n=1,2,3...pr simple pole to hoga na (at 16.51)
Harish sir is the bestest teacher of mathematics in the whole entire ❤️🥇🙏🏻🙏🏻
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Thank u so much sir, ur classes are great I am watching it from the past few weeks.
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@@DrHarishGarg sure sir, I have cleared state eligibility test . Now I have to clear NET . Thank u sir, please continue making such great videos
Thanks a lot sir ❤
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Thank you so much sir ❤❤
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Thank u sir
Thank you so much
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Thnx sir
Thanks sir
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27:00
Exactly (2n+1)pi/2
@26.59 nπ are not zero as e to the power tan nπ is 1
So i think ( 2n+1) π/2 are singularity as at this point tanz doesn't exist...
and as limit of function doesn't exist so all are essential singularity....
Easily explained
Sir.. Just one Request..🙏🙏🙏🙏🙏🙏
Kindly update the Sound Quality in your Lectures.. Becoz your content is Unique in the Entire UA-cam..
❤❤❤
Thanks..
At my system, it is fine... But thanks, i will check again at my end.
@@DrHarishGarg Sir, since we are usually watching these Video Lectures form Smartphones, I will recommend you to watch this video on Smartphone and see the Difference in the Sound Quality..
Thanks sir for your Response.❤️
Thanks sir❤❤❤
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Sir group theory and ring theory pr bhi vidio bna dijiye please.......
I think algebra is not sir field...
28.43 larent series of that question contains infinite terms of b so essential singularity I think
Sir good morning..complex analysis .. sequence and series..and definite integralsand bilinear transformation pyq series...we get sir?
sir at 26:19 apne 0+ or 0- kyu nhi kiya 4th option mai?? previous question m apne 0+ or 0- liya h
Thnku sir
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🙏🙏🙏🙏 thanks sir ji
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Sir, Dec 2012,option B& C Only true. n-degree polynomial having n-zeros in C.
Sir please make a shortcut revision of your tricks and tips which you explained in previous lectures of real, linear algebra, OD, PD, COV, integral equations .
As it is very helpful for our last day revision
Already explained in each video, topic wise
Sir,Dec 2016 csirnet solution is (b)&(c) only sir....
1:23:04
at 45:45 i think option 1 is not correct.... can u please rectify me sir
Yes only b and c are correct
Thanku sir
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Sir, can u plz explain branch point concept plzz sir
@drharishgarg 1:28:30 pole ka order 3 kaise kiya sir ...sinhz k pas bhi to zero h uski vgh s order 1 km hona chahiye na ...i think 2 hona chahiye
Check derivative rules, which i explained .... Dont think like this manner either sin z or sinhz present or not....always use the derivative approach, as i explained
@@DrHarishGargsir but aapne zf(z) ka pole find kra h only but hume to g(z)/zf(z) ka find krna h to numerator ko bhi consider krnege
Yes numerator k zeros ke no ko ghtane k bad pole ka order bchta h
Sir make the combine video all short trick every topic last day revision purpose
Already explained in each video... Topic wise.
Thank u so much for accepting my request
My pleasure
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Sure sir
One of the best thing i experienced
The way in which sir teaches us create interest and naver get bother...
Its motivational
Thanks you so much sir...
May God bless you with good health...
Sur in que 1/sinhz they ask for number of singularities in real line but singularities are complex, so answer should be zero???
🙏🙏
Can anyone explain ques at 27:00
Sir why z=0 is not a branch point of sin (1/z) !
Sir doubt hai bohot Sara, kuch options ko leke, kya kare??
Sir i kindly request you to clear voice in your video...
Sir apne muje group m add ni Kiya
Group theory sir
Thanku so much sir
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Sir solution explain krte tym thoda sa hindi bhi use kriye sir plzzzzz its request
OK. I will
Sir agr koi baccha net m bs pyq aache se kr k jaye toh uska net qualify ho skta h
Thanks u so much
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Thank you so much sir 🙏
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Thank you very much sir.
Many many thank you sir
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Thanks sir
Thank you sir
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29:50
Thank you so much sir 🙏🏼
Thanks sir
thankyou sir
Thank you sir
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thankyou sir
Thank you sir
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Thank you so much sir
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Thank you so much sir
Thank you so much sir
Thank you sir