Sir, there appears to be a mistake at 7:15. When x=0, lim s_n=0 (it's written 1 in the video) because s_n=0 in this case and x=1 doesn't make any sense as f_n is not defined at 1 (I think the question should have defined f_n(1)). So we get lim s_n(x)= 0 if x=0, and 1 at 0
sir I think question at 31:46 should have correct option d. According to your explanation U.C implies Abs. conv which is not true, consider sum[(-1)^(n-1)/n ] which is U.C by using leibnitz test but not abs convergence. Am I Right ??
51:23 sir , here only existance at x tends to 2π is enough to show the UC .. is not it ? Why We are checking the continuity at 2π ? I didn't understand
Thanku sir for this class . I have adoubt regarding last option integration of e*x*2 from -1 to 1 is zero......jab odd fn hota hai tab zero hota hai na ...pls tell me about this doubt
29:23 sir.. for the 1st case , i.e on d1, x/n does not goes to zero , since x is not bounded .. then sir , why in the second case i.e on d2 , in the numerator x/n goes to zero? I can't understand
Sir kayi Sare question k ans or explanation me mistake hai.. Plz unko shi kijiye.. Or comment me likh dijiye... Jisse pdne walo k concepts galat na ho jae... Plz do that for the welfare of students
Greatful enough to have a teacher who teaches us with free of cost
U ar Amazing sirr Seriously
Sir, there appears to be a mistake at 7:15. When x=0, lim s_n=0 (it's written 1 in the video) because s_n=0 in this case and x=1 doesn't make any sense as f_n is not defined at 1 (I think the question should have defined f_n(1)). So we get lim s_n(x)= 0 if x=0, and 1 at 0
sir I think question at 31:46 should have correct option d. According to your explanation U.C implies Abs. conv which is not true, consider sum[(-1)^(n-1)/n ] which is U.C by using leibnitz test but not abs convergence.
Am I Right ??
I have same doubt?
Yes d must be true
Thanks for this amazing video lectures ❤🙏...very helpful..plz try to upload more videos on higher mathematics ....I LOVE THIS PYQS PRACTICE series 🤗
Nicest explanationS of pyqs of NET and GATE .... Outstanding.... Sir your work is amazing.thanks alot ❤
51:23 sir , here only existance at x tends to 2π is enough to show the UC .. is not it ? Why We are checking the continuity at 2π ? I didn't understand
same doubt
43:02 sir, here for n-1
Read question bro you will get it
Thank you so much sir it's very much helpful
Watch again and again ❤
you are amazing 🤩 sir
Sir, can you do measure theory and functional analysis PYQ?
25:12 sir yaha par at x=0 par to ya 1/16 bn jyga to pointwise ksa hoga
Good morning sir... could you make one video about Modern algebra PYQs??? Sir
Sir please make videos on Metric space TIFR questions 🙏🙏
This is very very helpful sir 🤗🤗
❤Thankuuu so much sir jee❤
Thanku sir for this class . I have adoubt regarding last option integration of e*x*2 from -1 to 1 is zero......jab odd fn hota hai tab zero hota hai na ...pls tell me about this doubt
Yes, dear... I wrongly solved the problem.. Thanks for informing.
Thank you so much sir 🙏🏻🙏🏻
Sir at 44:21
n lies between n-1 and n+1 , if we put x = n then we will get 1 , from here g(x) is not pointwise conv.
Is it correct sir??
Yes it is
29:23 sir.. for the 1st case , i.e on d1, x/n does not goes to zero , since x is not bounded .. then sir , why in the second case i.e on d2 , in the numerator x/n goes to zero? I can't understand
Same doubt for me. Kindly clear this doubt sir
Yes sir I also confused for same one
Sir in Numerical analysis session ....I have a doubt in last ex
Sir screen k niche Jo black chit Ata h usse questions k option dikhty nh
Respected sir 51:26, f-uniform continous please explain
Thanks a lot sir 😌
Thank you so much sir🙏🌺🌺🌺🙏
Wow amazing 😍
Many many thanks dear ...
Sir bahut questions k answer wrong aa rhyeh
Right
Sir can you Discrete mathematics for gate cse syllabus
Thank you sir🙏
So nice of you
Sir ...plz make a lecture on number theory csir net 2011 to 2023 pyq
31.36 when we put x=0 then lim is 0
Plz anyone explain,
How can (1)^n tend to 0 as n tend to infinity. ?
Ans 1
Sir in first example in (0, 1) how it approaches to zero.... I think approaches to 1
Dear... Take x = 1/n and then first term x^2 becomes (1/n^2) and it goes to 0 as n tends to infinity...
34:37 Sir (-1,1) is sitting in (-1,1] then if a series is convergent on (-1,1] then why is it not on (-1,1)???
This is creating an contradiction.
(-1,1) said it is not convergent at x=1, but actual result shows it is convergent at x=1. Thats why (-1,1) discard...
@@DrHarishGarg Got it, we need to choose the most correct option.
please prepare finatial mathematics vedio
😢sir give video on uniform continuity and continuous and differentiability topic csir pyqs. Please replyyy sir
Respected sir please explain equicontinous in comment box,
Sir piecewise continous=pointwise convergent? ?? Please answer 🙏🙏🙏🙏🙏
Csir net ke year wise bhi video bnao sir
13.43 sec but using p- test it is Divergent sir
Sir differential equations gate qus video upload sir
Already uploaded... See the playlist.
@@DrHarishGarg ok sir
Sir kayi Sare question k ans or explanation me mistake hai.. Plz unko shi kijiye.. Or comment me likh dijiye... Jisse pdne walo k concepts galat na ho jae... Plz do that for the welfare of students
ये sir तो मेरा Net करवा के ही मानेगा
Bilkul.... NET bhi karwayege... JRF bhi and GATE bhi.... Tab tak chalte rahe sath mein. 😀