Lecture 31 | Subset of linearly independent set and superset of linearly dependent set

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Subset of linearly independent vectors | subset of linearly independent set is linearly independent | superset of linearly dependent set | Linear dependent vector | Linear independent vectors | define linear dependent vector | linear algebra dependent vectors | Linearly independent and dependent vectors | Linearly dependent vectors (Vector space) | Definition of linearly dependent vectors

#linearalgebra #vectorspace
I am Dr. Shwetabh Srivastava and currently working as an assistant professor in the department of Mathematics, University of Allahabad. Any information related to me is given below in the description with links attached.

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At 6:17, consider T is linearly independent subset of S. Thank you

DRBahubaliMaths

Sir Ji, ek kya sabhi elements v zero hojaye n to v Ld hi hoga.
Kyu ki tb v atleast one non zero scalar to exist krta hi krta hai jiske liye ye satisfy definately hoga.
Ye sb concept to aap ne diye hai jo mujhme itna confidence lata hai.
Sir Consider me Boy Satya kumar Bsc 2nd year CMP degree college student. this is my sister id signed in this YouTube.

LakshmiKumari-vicd

In this theorem, You had to prove that T is LI subset of S but atlast you proved that S is LI. I couldn't understand how?
I think. If we should write T is LI subset of set S.
I may be wrong. So Sir plz resolve this doubt.

LakshmiKumari-vicd

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