Linearly Independent Set

[@cavidmammadli8799]

Brother you should continue doing this work. There is not enough material for Linear Algebra on youtube and you are definetely one of the best teachers!

[@mosshead_vinsmoke]

I agree

[@punditgi]

Excellent explanation! Plus, the blackboard is clean and the writing is legible. Fantastic! Prime Newtons is the number one channel for math! Bravo! 😊🎉❤😇

[@bruce_wayne7th]

the bestest teacher I've ever seen, good job bruh

[@nexusveersamuel2099]

To be honest, i have learnt all my Algebra from you. These videos are excellent and easy to understand, Superb teacher.

[@vedmahant7776]

Thank you so much, this wasn't making much sense when my professor taught me but when you taught it, I got it in one shot. Tysm you saved me so much time 💗

[@ZakiaNaswabu]

you have just got another subscriber, thank you

[@arastooajorian9069]

The description of linear independently was awesome. I really appreciate your work

[@tommasoleopoldopiorepola8204]

Your teaching could also be represented by the motto " Never Renounce Understanding", which goes even deeper inside. Congratulazioni e buon lavoro!

[@augustinewale.nsstudios]

Sir please do more videos on Linear Algebra. This is one of the best KZbin channels I've ever came across 🙏🏻

[@DavidAbizu]

Love the way he teaches.

[@mdlokman4662]

Thanks a ton sir. I missed one class and the course teacher was done with this topic and i was in a loss. I hope now i can do better in exams. Thanks a lot.

[@krrish_Savlani]

I love ❤️ the way you teach ❤❤

[@querty09]

Here is a beautiful but pretty challenging linear algebra question. Why don't you try it out?: Let $n$ be a positive integer. A pair of $n$-tuples $(a_1,\cdots{}, a_n)$ and $(b_1,\cdots{}, b_n)$ with integer entries is called an exquisite pair if $$|a_1b_1+\cdots{}+a_nb_n|\le 1.$$Determine the maximum number of distinct $n$-tuples with integer entries such that any two of them form an exquisite pair. [2017 APMO P5]

[@Alpha-hb9dm]

excellent teaching , keep up the good work!!!!

[@joulyjm259]

Thank you for your videos. Excellent work.

[@Deepfak_funny]

just say amazing , wonderful.

[@Samantha-c2v]

If the vectors are linearly dependent, how do we find the relationship between them?

[@johannadsouza439]

Thanks so much!

[@Doaa_123-e8p]

Amazing explain, explain bloch sphere please?

[@BirungiAlex]

Thanks 👍👍

[@convertibleken2516]

I'm unable to determine the order in which to watch the Linear Algebra videos in this playlist. Anybody know?

[@PrimeNewtons]

These are randomly made based on requests. I'm working on a long series of lecture-type videos on Linear Algebra.

[@convertibleken2516]

@@PrimeNewtons Great! Looking forward to those.

[@mariallejandra]

@@PrimeNewtonscould you please make one on homomorphism and isomorphisms?

[@Kayed-uk8li]

amazing

[@jakeaustria5445]

Thanks

[@sethmargallo1923]

Great mathematician

[@Tsatekukudere]

Wonder why someone would watch this and never press that thumbs up button 😪

[@elizabethmarfo6231]

I can't see de questions clearly pls

[@sulimanibra5332]

أنا ممتن لكم

[@alexdefoc6919]

Numbers ganging up on others?! 😅😥

[@elizabethmarfo6231]

I can't see de questions clearly pls