Uncountable Sets|Countable Sets|Real analysis|Rahul Mapari Real analysis|CSIR NET Mathematics|GATE

[@kapil_official]

Owsommm sirr........plzzz video daliye orr

[@kapil_official]

Sir aap ka coaching centre ka pta bta dijiye.....sir main apse padhna chahta hu sir

[@kapil_official]

Help kar dijiye 🙏

[@ifathameedshora7063]

Same here

[@SankarAcharjee912]

I wish I could come across you during my B.Sc./M.Sc. days. You explain so well and easily. I can understand each and each thing you say Sir. Whenever I watch your videos, I imagine myself in a class taught by you. Thank you Sir. You are an inspiration to me to relive Mathematics.

[@jahirul9568]

Your explanation is awesome and unique! Thank you

[@jahidhata1478]

Thank u for giving such a beautiful class... Waiting for ur next class.... Please upload immediately....

[@yamunadatt825]

Amazing video sir👌👌👌

[@sadhandey8938]

Recalling the privious some important video.thank u sir.

[@omkar1070]

Thank you sir... Well explained ❤❤❤❤❤

[@aniketpal9629]

Excelllent sir

[@banashreekuila3385]

👍👍👍👍👍 🙏🙏🙏🙏🙏 please sir continue

[@suhailawm]

sir, whenever i watching your lecture , a confident built up itself in mind

[@RahulMapariBasicMaths]

Oh. Thanks

[@swatishukla4278]

Sir koi book suggest kijiye previous year question paper CSIR NET ke liye

[@tikamrathore5393]

Lot of thanks sir ji

[@bhaweshkhawash3919]

Sir last example confused me. Let if suppose I take an infinite set to be R(set of all real numbers) and its proper subset to be N(set of all natural numbers).then the mapping f:R--->N is not a bijection,isn't it? Because it won't be one-one(since domain has more elements than that of codomain). It would be much helpful if you could just explain me. Thankyou.

[@RahulMapariBasicMaths]

Great to here from you. But plz read question carefully again. It is one of its proper subset, it doesn't mean every.

[@bhaweshkhawash3919]

@@RahulMapariBasicMaths thankyou sir It was a pleasure to interact with you.

[@mohitnamdeo7349]

sir how to get these types of similiar questions

[@RahulMapariBasicMaths]

NET question papers

[@bilalfaizi1035]

Sir aise questions aur solve kariye

[@letslearnmathematics.302]

Sir collection of all non increasing function from N to N (N=set of natural number) ......with help of cardinality how can explain.

[@shahidarif9985]

Thank u very much sir for reply

[@sathyavathyv2527]

Thank you for giving wonderful explanation in English sir watched most of your videos don't know Hindi even then I understand ur videos but pls try in English sir. Pls plan for online classes in English for this Nov exam Sir🙏

[@himanshusingh2472]

Sir functional ke kuchh topic par video apload kariye jinse net ya gate me question aaye ho

[@renuchoudhary6393]

Sir Dec 2019 Mai jo complex ka open mapping vala question aaya hai please explain kr do🙏🙏

[@sivakrishna5124]

Sir your explanation is good in real analysis, sir can you prepare latest papers in KZbin ,

[@biplabkundu4264]

👍👍👍

[@anandaraja3592]

Thank you sir

[@dreamer1931]

Sir aapka online course bhi h kya csir net k liye ??i mean aap online coaching krate ho

[@RahulMapariBasicMaths]

Comming soon on unacdemy

[@shahidarif9985]

Sir koi book suggest kijiye real analysis ki jisme sequence and series ache se explain ho, plz reply

[@RahulMapariBasicMaths]

Already uploaded

[@vakilsingh6826]

Many many tnx sir!

[@dravyaindavara4971]

Sir if we refer your real analysis videos is it enough for CSIR NET.

[@RahulMapariBasicMaths]

I have discussed and uploaded many concepts and problems of Real analysis, it will be very beneficial to all the students for any exam. But your question is , "is it enough" then I must say no, it's not enough for all syllabus. Yes, it's enough to solve 7-8 questions of real analysis.

[@dravyaindavara4971]

@@RahulMapariBasicMaths ok. Atleast can i cover important concepts in it?

[@RahulMapariBasicMaths]

Yes. Sure

[@dravyaindavara4971]

@@RahulMapariBasicMaths thankyou sir.

[@mathstutor9745]

Gdmrng sir. Sir jo topic aapne important btaye h wo sufficient h na ,m aapki cmplt vedio dekh chuki thnku soo much sir

[@RahulMapariBasicMaths]

Yes

[@amazingpro-]

konse topic btae hai sir ne?

[@nagendras9696]

Sir do you have an online course for Csir Net? If not please think of it sir

[@RahulMapariBasicMaths]

No I have not any online classes but I am planning soon on unacdemy

[@nagendras9696]

Do it soon sir, it'll be really nice 😁

[@sandeepjaiswal7505]

Nice explanation sir thanks for help us, Respected sir please make a vedio , how to find range of inverse image of analytic function and inverse find karna bhi please explain kar dijiay 🙏🙏

[@RahulMapariBasicMaths]

Ok

[@sandeepjaiswal7505]

@@RahulMapariBasicMaths Sukriya respected sir i wait 🙏 🙏

[@sreepriya2769]

Sir pls upload more vedios in the topic of linear algebra. Plsss sir

[@RahulMapariBasicMaths]

Ok

[@manasa-1m]

Sir ,how much Mark's to qualify jrf mathematics in OBC ,??? Reply

[@RahulMapariBasicMaths]

Yes. Uploaded

[@sonusaini-nm9xc]

Thanku Sir

[@sanjayt6838]

Sir plz tell me the important topics in ODE

[@RahulMapariBasicMaths]

Already uploaded

[@sujitkumarpradhan6076]

For option-4 tan(x) example is wrong.In question it is told that a infinite set to its proper subset. But here R is not proper subset of interval -pi/2 to pi/2..The concept is characterization of infinite set.

[@kanhabindal9026]

Yes ,I also thinking the same thing

[@ShivamKumar-tg3vp]

Rather take tan-1(x) from R to (-π/2,π/2) and u r done then 🙏🙏

[@sayantanbanerjee9070]

Sir The last example seems wrong as the mapping of uncountable infinite set the co domain should be lesser than the domain but u have suggested the opposite of it as minus pi/2 to pi/2 is a proper subset of R that's true but the mapping should have been done opposite

[@sindhuja150]

Shall u pls explain in english, it will be easy to many of us...

[@RahulMapariBasicMaths]

Ok

[@chavdakalpesh3778]

unacademy par jadi aa jaye sir

[@anugunduyt1652]

Super bro..bt speak and explain English

[@jhonekram6165]

Sir online class sahie

[@shahidarif9985]

Sir koi book suggest kijiye real analysis ki jisme sequence and series ache se explain ho, plz reply

[@RahulMapariBasicMaths]

Already uploaded

[@sunitawarey788]

Thank u sir

[@anujabhoyar6077]

Thank you sir

[@rahulsmore7736]

Thank you sir