Union of two SubSpaces is a Subspace iff one of them is contained in another - Linear Algebra - 12

[@i-Sensei-XII]

Nicely explained ma'am , thank you so much ❤

[@learnmatheasily]

Most welcome 😊

[@shivangi3030]

Thank you 😇😇😇

[@babakayazifar5073]

I tried to send you a private message, but didnt succeed. So, I'm posting here. I don't speak Hindi, so please pardon me if you said it and I missed it. In your first slide, one need not even consider the case where W1 and W2 are disjoint. If each of W1 and W2 is a subspace of a parent vector space, say V, then they cannot possibly be disjoint---they must share the zero element in V. Warm regards.

[@learnmatheasily]

They will definitely have zero element in common

[@mohdtalhakhan7859]

Thanks

[@ramsamujhprajapati8921]

Bro we want mam ke subscriber 1 lakh ho jaaye

[@LugnutsK]

Wow now I can solve the problem and also speak Hindi

[@learnmatheasily]

thank you so much. what is your mother tongue ?

[@LugnutsK]

@@learnmatheasily English :^)

[@happysoul4878]

Thank you mam 🙏😊

[@ramsamujhprajapati8921]

Thanks mam Please tell me why ❓R written as IR

[@learnmatheasily]

In order to give it supreme position but its not necessary

[@kishangour2300]

X-y € w1 u w2 kiyu kiya

[@vdo9372]

Thank you mam 🙏

[@rishabhsaxena9184]

Thanku ma'am 🤗

[@learnmatheasily]

Share it with all your friends