FIELD IN RING THEORY || FIELD & SUBFIELD DEFINITION WITH EXAMPLES

This video explains the definition of Field and Subfield and further illustrates the terms with the help of numerical examples. Fields generalize the real numbers and complex numbers.
This video covers the following-
1. Definition of Field.
2. Definition of Subfield.
3. Solved examples on Field in Ring theory.
This video is helpful for students of BSc Maths, Engineering Mathematics and students preparing for CSIR NET, IIT JAM etc.
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[@ranjubassi3841]

Now it's become very easy to understand...thank you... 😀

[@nasirmehmood8695]

Good

[@nasirmehmood8695]

Thanks

[@archie15022]

thank you for this mam your teaching skills is JUST WONDERFUL

[@meetpranami3633]

Thanks very much

[@sadaftalibsadaftalib892]

Thank you so much ma'am ❤️

[@priymyindian1969]

Nice video mam

[@DrVineetaNegiMaths]

Thanks for your comment. Please share with your friends.👍👍

[@MaheshBabu-wv9dr]

Thanks^infinity

[@DrVineetaNegiMaths]

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[@Akk-vr9lj]

Ma'am nhi h email id

[@DrVineetaNegiMaths]

In the about section of my channel! [e-mail]

[@mathtrics1792]

a non empty subset S of a field R is a subfield if (a-b) belong to S

[@mathtrics1792]

Madam please solve this question

[@MaheshBabu-wv9dr]

A non empty subset K of a field F is a subfield iff a) a€k,b€k ->a-b€K and b) a€K,o!b€K-> a.b^(-1)€K.

[@Akk-vr9lj]

Ma'am please email id question send ke liye please

[@DrVineetaNegiMaths]

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