This is beyond useful. My professor never answers questions if you don't ask them in the exact presice mathematical terms and linear algebra is super abstract. I have been having a really hard time trying to understand all the terms. This video expresses the terms in easy and memorable ways. You have earned a subscriber!
Really useful stuff on RUclips that I have found is Prime Newtons classes. Very good explanation sir 👍👍 Your students are really blessed to have you as their Mathematics Teacher. Keep rocking sir 👍👍
I'm doing Linear Algebra next semester, and the course has a 20% pass rate, I have watched all your videos before entering the danger zone. Thank you!!
Bro i subscribed your channel, as literally says you make these topics really easy. Hats off to your efforts and really grateful for all these type of videos.
I understood the concept really well, Thank you so much. The issue I faced was that the reduced row echelon form for the matrix given was wrong so I tripped on that for a while
thanks for your videos very clear and understandable. i have a question at the end of the video you told that R^n n is the number of rows. isn't it the number of columns? thanks again
at 11.18, you mentioned using column vectors in the REF for the column space. I think you can't do that as the row operations had affected the column vectors. Only the column vectors of the original matrix can form the column space.
This is the most underrated LA tutorial I ever seen.
Too true!
i never took him for serious but now the tutor has won my heart, now i can see beyond
thank you prime newtons
This is one of the best tutor that I have ever seen.Such explanation has help me alot.Thanks much brother.
This is beyond useful. My professor never answers questions if you don't ask them in the exact presice mathematical terms and linear algebra is super abstract. I have been having a really hard time trying to understand all the terms. This video expresses the terms in easy and memorable ways. You have earned a subscriber!
The analogies are enough to watch even if you know every single term. Really good video.
Prime Newtons does another brilliant job of tying concepts together. Well done, sir! And with your usual gusto! 🎉😊
THE BEST INSTRUCTOR EVER SEEN❤🔥.
thx Prime
I'm so gland I found your chanel. I just started learning linear algebra, calculus and analytic geometry so I'm pretty lost half the time.
i really couldn't find easy explanations for linear algebra and I'm so thankful to have found your channel
Really useful stuff on RUclips that I have found is Prime Newtons classes. Very good explanation sir 👍👍
Your students are really blessed to have you as their Mathematics Teacher.
Keep rocking sir 👍👍
Mind blowing explanation.🤯
20 minutes away from my final exam and I FINALLY understand this, thank you so much
I'm doing Linear Algebra next semester, and the course has a 20% pass rate, I have watched all your videos before entering the danger zone.
Thank you!!
I'll make more soon
Same tomorrow is my exam
How did it go ?@@prabalmohanta138
I'm glad that you explained my confusion in matrix.God bless you brother.
Bro i subscribed your channel, as literally says you make these topics really easy. Hats off to your efforts and really grateful for all these type of videos.
Thanks and welcome
I stumbled on your channel few days ago you came at the right time I am writing my exams tomorrow and I look your composure you sound profetic 😊
You teach very well so that every healthy gentle person will understand 😂
I understood the concept really well, Thank you so much. The issue I faced was that the reduced row echelon form for the matrix given was wrong so I tripped on that for a while
You're the best! We love you. Thank you🙏
Glad to find you , Professor!
Really well explained, crisp and to the point! Thank you!!
Hello, I really enjoyed this! Very exciting to learn new things, always🙋🙏
This is greater than great sir.
easy way of learning linear algebra i ever found sir.easy understanding
Great explanation that can benefit every mathematics students with difficulty. Keep up!!
Thank you for making this easier ❤
amazing explanation!! thank you so much ❤️
You Teach with Passion ⭐⭐.
You deserve massive support
so very helpful ! much love from South Africa
Thanks a lot, for clarifying a lot of concept
You didnt add row space explanation, would love that also. thanks
thank you so much , you explain all theories very clearly
Prime Newtons you did it again!!!!!!!!!!💯
The best of the best dude, thank you!!
very nice and clear explanations, thank you!
The best! every time. also i loved your t-shirt
god bless you sir thank you
Thank you from South Korea
I am having a difficulty computing how that RREF became like that from the REF. It appears that the last column cannot all be equal to 0. 😢
i like how you explain🤠
This was so helpful, thank you!
AWESOME EXPLANATION SIR 🔥
Thumbs up. Can't wait to subscribe
thanks for your videos very clear and understandable. i have a question at the end of the video you told that R^n n is the number of rows. isn't it the number of columns? thanks again
Wow!
This is helpful.
Must I always have my matrix in RREF before finding the Null space?
Awsome Video! Thanks a lot
thank you!
Thank you Sir and keep teaching us 😁.
That was incredible
thank you
at 11.18, you mentioned using column vectors in the REF for the column space. I think you can't do that as the row operations had affected the column vectors. Only the column vectors of the original matrix can form the column space.
Bro is majestic
Good
I think the rref entry for the first row third column should be -1 not 0. Help please.
Prof are you sure if you did the RREF
correctly on A13 where it is '0' is it not supposed to be '-1'?
I don't have words man. 10q
Coming in clutch 5 mins before a final
This nice n easy...
absolute G
💯💯💯💯👏👏👏👏😎😎
Span of (1 -1 4)^T and the span of (1 -3 0)^T can't be the same. Hence the null space is not the span of (1 - 3 0)^T
👍
Please can you do a video for a determinant question that is recursive
It is a matrix with unknown size and we have to find the determinant
thanks sir.
Sir where are you fram?
thank you, but i think the RREF of A is {1 0 -1,0 1 1,0 0 0}
cooool
Sorry, i don't understand how you convert the matrix from REF to RREF, it is not possible looking like that if it is from the given matrix A.
yeah its wrong
YOU ARE HIM
💌🤟
Are you a Nigerian?
And a Katangite!
@@PrimeNewtonsFantastic! Thank you for sharing 🙋🙏
Doesn't anyone notices the shirt
It is good that you have correct order of subjects
Your videos can be useful for learning algebra but are too short in my opinion
burhan loves you
I think your rref for A is incorrect
hat bhan k bhai
the best guy out there teachin us the best way possible🤌🏻