In SET june19 for the same question only options are a) f is not conti. 2) f is conti. but not differentiable at x = 0 3) f is differential but not of bdd variation 4) f is of bdd varaition
Awesome Sir...You are too good....please upload more videos on Real Analysis and Abstract Algebra for CSIR Net Mathematics...Thanks a ton Sir.....this helps me a lot...looking for more videos....Thank you again Sir 🤗🤗🤗
option a is also correct because it is asking about cotinuity of f''(x) at zero i.e continuity of f'(0) that is already proved it is diff. so it must be cts
Sir 1 Question Tha plz Give answer coz I become confused To hear that,"How Does Not Continuity of function implies Function Is not differentiable"....?
Excellent
nice concept
Well explained..👍
Thanks a lot Sir
very good content
Thank you
Nice
All clr sir 🙏🤗
Rahul sir ....
... your teaching methodology is unique and the best
Thank u
@@RahulMapariBasicMaths sir where from u are... I want be your student if u re free.... I m preparing for NET
Thank you sir...
Welcome
U r really a great teacher
Sir is bar exam kb h net ka?
In SET june19 for the same question only options are a) f is not conti. 2) f is conti. but not differentiable at x = 0
3) f is differential but not of bdd variation 4) f is of bdd varaition
correct option is 3 ?
Simple but really effective and helpful, great job sir
Sir, thank you for sharing your knowledge.
Welcome
Bhai saare questions jo iske jaise hai...in sabko compile karke video banao..aur graphically samjhaea... please
Ok. Graphically video banake upload karunga.
Rahul Mapari thnx alot sir...it really means alot...sir bas 15 days hai...so jaldi kar dijiega...
It's too late ..sir
Yes it's late. But i have not much time for RUclips. Sorry for that.
What is mean by h is bound in f=gh
Thnk u Sir, very nice n helpful explanation
You are good.... Thank you
sir please upload new videos.
Sir, you are saying sin1/x is bounded. But I can't understand the concept of cos1/x is not bounded. Kindly explain it sir.
Explain in English in the coming videos pls
Sir lecture ghetat ka apan
Yes. Lecture gheto
@@RahulMapariBasicMaths sir tumcha mob no bhetel ka
In future, please explain the classes in English, which we'll be help us in understanding the concept well
Ok
Awesome Sir...You are too good....please upload more videos on Real Analysis and Abstract Algebra for CSIR Net Mathematics...Thanks a ton Sir.....this helps me a lot...looking for more videos....Thank you again Sir 🤗🤗🤗
Sir how limit not exist at 0 for -cos 1/x please explain
Take limit x tends to zero
@@RahulMapariBasicMaths thank u sir
option a is also correct because it is asking about cotinuity of f''(x) at zero i.e continuity of f'(0) that is already proved it is diff. so it must be cts
Thank you sir for nice explanation, but what can we say about more on this function whether is it uniform continuous or pointwise continuous?
Tnx
Thank you sir
Thanks
Isse to kahin jayda tough questions jee ke exam ate hai
Yes, You are right. Isliye mai kehta hun ki ye exam bahot easy hai..
Sir, in formula, f=gh,
g's limit is 0 as x tends to 0. Is this formula applicable for x tends to any other number also?
No
Sir your explanation is so nice that every can understood easily.
Please upload ring theory related more video.
Class time kya he sir
sir, the no. of conjugacy classes in the group S6 is...?, I'm little bit confused 🤔...
Jaydeep nagar p(n) no.of partition of n
hello sir...
mujhe M.sc clear krne m 3 year lga h kya mai csir net exam dene ke liye qualified hoon ??
Yes. U can. But plz read the the criteria of percentage. Year doesn't matter
thank u sir
Sir linear kaa kya kya important hai...
See the videos
1. ruclips.net/video/bWKmDx_jsQk/видео.html
2. ruclips.net/video/LWEeIDQC5t0/видео.html
Sir 1 Question Tha plz Give answer coz I become confused To hear that,"How Does Not Continuity of function implies Function Is not differentiable"....?
This is the necessary condition for differentiability ,that function must be continuous...
Thank you so much sir..... Pls discuss some topics like sequence and series ... Asli uniform continuity..... Thank you sir ......🙏🙏🙏
Very nice video sir I am from s.r.t.m.university Nanded
Thank you sir ji... 😊😊🙏🏼, sir uplod some video on abstract algebra like polynomial ring nd irreducible poly., field etc.
Ok
Thank you so much sir
Thank you sir