Mere hisab se Manish sir sabse jada advance level ki teaching kra rhe h baki sabhi teacher ki comparison me.

Sir next part nhi hua kya is session ka

6:00 According to Question Paper [ |x-y| ], where [ ] denote greatest integer function...

Sir ye lec itna chota hi hai kya?

Sir inke notes or pyqs ki pdf aapne kaha pr send Kia hai?

Sir inke pyqs ki pdf kaha pr milegi?and notes bhi?

Q 36 me gar hum direct |z| ko zz bar me change kar le fir wo complex form of CR eq me z bar ke respect me differentiate karengey toh CR eq har point pe satisfy ni hoga usse saare option jaldi se discard ho sakte hai

Thanks sir

Kya es series se gate ke liya topology and metric space complete ho jaayegi

Marcov chain is positive recurrent means what?

Sir question no 37 , jaise or problem karya na....

Sir is lecture mai Gate ka total course mtlb theory khtm hoga kya topology and metric spaces ka?

Sir tifr k bhi solutions krwa dijiye

Hello sir

❤

46:32 an entire function can have atmost countable number of zeros. by this what if X is countably infinite? then X'=phi and f(x)=0 on X is a possible case... how can you approach then?

Sir interview preparation course kese le

Mam when is offline starting

Sir iss course ke live mai konse konse topics bache hue hai?

Sir dobara kb hogi ye opportunity I missed it

Sir, list of shortlisted candidates for interview kidhar hai. interview ho gaya kya

Bhaiya jam ki test series kab launch hoga

Sir jam ke liye new test series kab launch hoga

Sir aapka offline kab se shuroo hoga

Sir interview prep course kab laa rhe ho aap ?

Ma'am I want to join for batch csir net December 2024.what is the procedure and what's the fee. Please tell me. And I want to contract you in order to know more about the course, so how to contact?

Thank you sir

Sir pg class math ka real anlysis class bhejo

Respected Sir metric space and topology be continue kariye please 🙏

Respected sir metric space and topology bhi continue kariye please🙏

Sir metric space and topology bhi continue kariye please🙏

At 46:42, X is closed doesn't imply X has a limit point. It simply means X contains all of its limit points and one possibility is that X may not have a limit point at all. How to approach then?

Thank u sooo much sir. In the last question can we use the concept that if a function f is analytic and g has essential singularity at a point a, then the product f.g has also essential singularity at a?

Puri playlist h kya

2:07, why the limit of rho is 0 to 1, the limit of theta is 0 to 2π & the limit of phi is 0 to π?

Mam please share about fee

Sir at 1:50:00 the map phi may not be surjective naturally, cause F(alpha) contains ratios of polynomials in alpha which may not be a polynomial in alpha that can be obtained by replacing x by alpha for any polynomial in F[x].

Ma'am I am not interested, stop coming in my feed

But sir 2022 ka liya tho class equations ki or bhi possibility ho sakta hn

At 9:05 the U(x) which you have taken is not the solution of integral equation. So how you correct option (a)

53:45 r ki limit ❤

❤ from IIT Kanpur

Sbse last t question me aapne jis example se discart kiya h wo example hi shi nhi coz uske states communicating nhi hai and question ne bol rkha h states communicating hone chaiye.

Sir is this playlist covering all topics of numerical analysis in net exam

Sir aapki knowledge bdi hi deep ar clear h pdhke majaa aaya❤❤❤

Ma'am, Please upload numerical analysis 😊.

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15:16