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My interest would get sparked if I heard what this means geometrically. I imagine each of the two matrices is pair of vectors: each column is a 2D vector.

Thank you 🙏🏻

Two hours before the exam,I found it useful

Hey buddy thanks for explanation can you solve the last one too? I am having doubt

Thank you

Thanks ❤❤

thank you David

sssvector

came here from one of your older videos that i watched about composite rational functions. was super shocked to see the video only had a thousand views because the video was just perfectly made and helped me right away. great stuff man! keep it up💪

Bestest video on this topic .thank you so much

The sign for "S"ine is "S"ame and c"O"sine is "O"pposite 🙂

You make everything make so much more sense and it's succinct.

2:49 i was in the living room sounding this out ….

goat

Just what I was looking for, thanks! Thanks for the trick at the end where v_2 and v_3 are free. Does that method work for matrices like this?

Bro thank you so much it is so much help full 1 night before the exams

Solid tutorial thank you! Very simple and very helpful

You made me much clear regarding it.

Confused by play list

cant thank you enough

great tips still useful!

Thank you so much for this. It was so simple but I didn't have any notes for this topic and you explained it in just 5 mins.

I’m sorry but the proof is incomplete. You can’t assume that it converges and then use that to find where it converges. You proved that IF the sequence converges then it converges to 3, not that it actually does converge.

Thank you 🙏🙏

You titled your video as elementary row operations but never used a row operation, instead used only column operations...

Great video, thankyou!

That pimp my ride joke was probably my favorite math joke since I started doing math last year. And you helped me on this problem (I forgot to distribute the 2 to 1 while simplifying) much appreciated!

Hi so if I had the vectors [3,1,4] and [-2,1,-1] then what would the span for that be? How would I set it up?

u the goat

2nd column should be .........a32c32

do we have to always force a fraction or I can use product rule if i want to?

beautiful! great vid thanks

short but clear and easy-understanding video, thank you.

It's probably just me but I dont how often to do the conjugate thing.

Harris Laura Young Shirley Brown Charles

You have a funny cat

I'm currently studying Laplace transform and I'm finding it challenging to recall trigonometric identities. Thank you for the amazing video. (Here's a tip: if you have access to a calculator, you can check if your identity is correct by assuming an angle and verifying if it's equal or not.)

Sir i have done this question with different transformation and at the last row in matrix become 0 0 0 l -1 -1 0 Is it correct?

Thank you sir, but what if you were given one standard basis and one non-standard basis. How do you transition from B'>B and B>B' when B{(1,0) (0,1)} and B'{(1,1) (2,1)}

what is going on at 1:25

Thank you for this, it's absolutely wonderful! May I ask permission to use this mnmeonic in my university's peer tutor classes? I really think it would be of great help for students to help them remember. I would cite your video and channel in the presentation. (If you find this important information, our club offers membership for a small fee, equating to 1 USD in the United States)

This video helped me out a lot. Thanks

man ur good in teaching

brooooo i need that calculatorr

I just want to know the significance of these two coordinate and the key difference between them. Why is it useful?

Ok this is genius, never stumbled upon this method before 🫡 for some reason my brain doesnt like basis change but this seems intuitive enough even for me ✨

Is the -1 at 9:02 supposed to be 1

Thank you so so so much you made our math life much easier...

12:11

Recently found out some of your videos cause I'm going through linear algebra right now! Simply Amazing, Straight to the point and Brilliant! Glad to see there's still new uploads