Sir. I have one doubt in 33:56. In option 3, 3 does not belong to the domain, |z| less than 1. Then how can we choose the given function? Can we take any value for z??
48.10 ....tell us the valiid reason... function is boundes and entire they why it's not bounded ...the theorem says that entire and bounded function are constant
Sir in the gate question in time stamp 39:55 , how limit point of Zn is 1, it is zero for all. Isn't we find limit point of images in co-domain??!! Kindly please take a look and reply, otherwise it gets confusing
32:40 Sir please solve my doubt if function is f( z)=2/(3+z) then how we can say -3 is pole of f while -3 is not in the domain, and second 3 is also does not belong the domain D then how we calculate value of f(3) . By identiy theorem, if we take g(z)= 2 /(3+z) then f(z)= g(z) but g(z) have no singularity in domain, neither pole nor removebale so how -3 is pole of f(z). Kya identity theorem me function exist karne ke bad codomain se singularity check ki jati hai ya domain se , yadi domain se check hoti hai to -3 is not pole , and 3 is also does not belong the domain D fir se only option a is wright aa rha hai . Kya kare?
Sir in first question option d is also correct because you have given open interval.... And at 34:00 time only option a is correct and b and c option is wrong because f(3)= 1/3 is true but 3 doesn't belong in the domain D.. similar for simple pole -3 does not belong in domain D....... Please correct sir.. i am confused..
THANK YOU SIR.....VIDEOS ARE VERY VERY HELPFUL
We wait for your video....
8:23 option d is correct...as the set contains limit points.
Limit point (-1,1) ka [-1,1]. Aayega jo ki 1 usk domain me nhi h isliye wrong hua
Option b ka limit point 0 kaise hua@@Harish-Dhar-Deewan
@@mayachetri2959b me f(z) me ,z=1/2 radius ka circle bnakr limit point nikalte to usk domain me aayeg isliye 0 hua
@@Harish-Dhar-Deewan
but sir if I am not wrong Theorem says " if one limit point is there means it will works,"
Sir your video is really helpful.. ♥️
Apke approach se lgta hi nhi hai ki ye sb csir net ke ques hai very simple explain i love it ❤
Most helpful video for net and GATE exam ❤
Thank you sir your video very helpful and amazing
Your videos are very helpful sir
Your tips is very useful sir
Useful 🙏
Really awesome❤❤❤
Sir please upload video on pyq of several variables calculus of csir specially
Sir your explanation is very good. Thankyou sir.
Videos are very helpful
Thank you very well sir
Osm....🙏🙏
Very useful lecture
Very clearly explained sir
Thank you so much sir🙏🌷🌷🌷🙏☀️☀️☀️
Your vedio is help full for us
Please re discuss options b &d of question 1. 🙏
Thank you sir
1:09:2 sinz kayse polynomial hoga polynomial ka degree finite hota ha to sinz ka degree e define nhi hoga to why sinz polynomial function
@8:16 could u plz check the 4th option ,,, I think its a correct option .
Thank you
Thank you sir ...very helpful video
Thanks Sir❤❤
Sir 55:18 me function f ka range C-{-infinity,0} de rakha ha to (0, infinity) point skip karega na to function constant ho jayega by pickerd theorem
Yes, you are right...
We can't take f(z)=z^4...
Try it by taking f(z)=e^z or f(z)=(z-1)^2
Sir. I have one doubt in 33:56. In option 3, 3 does not belong to the domain, |z| less than 1. Then how can we choose the given function? Can we take any value for z??
Thank you so much sir 🙏
Upload more videos for csir net Dec 2023 sir
Thank you sir ❤❤
There some doubt please sir reply 👍👍
48.10 ....tell us the valiid reason... function is boundes and entire they why it's not bounded ...the theorem says that entire and bounded function are constant
Because in option 3 entire function is bounded on proper subset of complex plane not on complex plane this implies 3 wrong
Sir in the gate question in time stamp 39:55 , how limit point of Zn is 1, it is zero for all. Isn't we find limit point of images in co-domain??!!
Kindly please take a look and reply, otherwise it gets confusing
Continuing...
And in December '12 question in the time stamp 56:00, range of f cannot take 0, but f(z)=z^2 will take 0 as 0 belongs to the region D
Thank you so much sir
32:40 Sir please solve my doubt if function is f( z)=2/(3+z) then how we can say -3 is pole of f while -3 is not in the domain, and second 3 is also does not belong the domain D then how we calculate value of f(3) . By identiy theorem, if we take g(z)= 2 /(3+z) then f(z)= g(z) but g(z) have no singularity in domain, neither pole nor removebale so how -3 is pole of f(z). Kya identity theorem me function exist karne ke bad codomain se singularity check ki jati hai ya domain se , yadi domain se check hoti hai to -3 is not pole , and 3 is also does not belong the domain D fir se only option a is wright aa rha hai . Kya kare?
Same doubt, plz explain
Only (a) is correct
Sir in first question option d is also correct because you have given open interval.... And at 34:00 time only option a is correct and b and c option is wrong because f(3)= 1/3 is true but 3 doesn't belong in the domain D.. similar for simple pole -3 does not belong in domain D....... Please correct sir.. i am confused..
this men has not enough knowlege to correct this
Yes, only option a is correct..
in question( 22 minutes) , z=2 is not a simple pole cause doimain is unit disc here & domain doesnt contain 2
Sir after csir net please upload video on whole pyqs for IIT jam MA. 🙏🙏🙏🙏it's a request sir plz.
Sir dec 2017 1:03 par sir n=2 lene par only a correct h baki discard ho rhe sir
Thankyou sir ❤
1:09:00 csir net june 2018 ans ,I think all options are not correct 2,4
33:50 in option 3
Z not belong to domain
Great
Sir numerical ek sath pless 🙏
Sir plz pyq of Algebra ka bhi aradonaa
At 22:13 ,he ask which of the following is not correct!!
20:23 Next problem of June 2012
Question is asked only not correct sir
But you say correct options sir
Trigonometric functions are not polynomial!!!!!
Please hindi m question explain kiya kro sir
Maximum likelihood estimate podunga sir
Grean bord please. White board is not cleared sir
f(z) =sinz or cosz are entire function also it's bounded.
june 2011 ka solution galat hai sir answer bhi gal;at hai apka
Thank you sir