Closure of A is the smallest closed super set of A- In Hindi-B.A./ B.sc Hons (Math) 1st Year

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Here i am continuing with the topic Closure of a set, The theorem
which covering here states that" Closure of A is the smallest closed super set of A" which is the next topic of Adherent point , Here i am discussing with the Closure of a set . Which is a rarely discussed topic in Real Analysis. which plays very important role in Real Analysis because if we understand this topic then its continuation topic will be easy for you .
Link of the current video is as follows:
• Closure of A is the sm...
Link for the video " Closure of a set- In Real Analysis- In Hindi" is as follows:
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Link for the video "Adherent point | Adherent point VS Limit Point - In real analysis- In hindi" is as follow:
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Link of the video " Limit point definition And Derived Set - In Real Analysis - In Hindi"
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Here i have explained everything in Hindi, and explanation is so simple that it will clear all your doubt and it will make real analysis very easy for you. In the next classes i will cover topics like closure of a set, compactness, connectedness etc.
This video will be very useful if you are student of Higher Classes in mathematics like B.Sc, M.Sc , Engineering and if you are preparing for UGC Net and iit Jam etc.
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[@akashgaur2955]

thank You.

[@omerfarooq5058]

thanksssssssssssssss

[@syamalchattopadhyay2893]

Lecture was excellent

[@learnmatheasily]

Thank you

[@sandeepsandhu6289]

Mam ya superset kya hota h

[@birajkashyap4124]

Mem" closure of a set A is the closed set containing A".ei theorem ka bhi proved kor dijiye ga please....

[@learnmatheasily]

It's already done

[@birajkashyap4124]

Closure of a set A is the intersection of all closed set containing A.ei theorem hain na mem.aapne Jo kor di hain..

[@learnmatheasily]

Yes