Homogeneous Systems of Linear Equations - Intro to Eigenvalue/Eigenvector Method
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- Опубликовано: 1 окт 2024
- Gives an overview of the notation and terminology used when working with linear systems of differential equations. Outlines the method to be used for finding eigenvalues and eigenvectors, which provide solutions for a system of equations.
If lecture notes explained maths like you did I would actually pass.
Lecture notes are often horrible, they aren't pedagogical in the least and feel more like reports or something.
They are also really bad at giving concrete examples and just go on about general proofs everywhere, which really doesn't say that much when you are still new to something.
Personally I think it's much better to briefly summarise the main ideas (kind of like in this video) and then give a bunch of very simple examples and slowly make them more and more challenging.
Gahhhhhdddd every time I watch a video like this I'm just like "why the hell didn't my professor explain it this way". Very helpful, I have an exam in a few hours and this cleared things up sooooo much. Thanks!
Says Houston Math Prep, but I don't hear any Southern accent!
Hey, thank you so much for taking the time to go over each of the concepts without using overly-complicated wordings! I have a test tomorrow and I was completely lost with the textbook definitions for this stuff, but this video is truly a lifesaver for me. If only my professor could teach the concepts as well as you do. Thank you so much again!
very useful
well explained
u made the concept easy man
i am readin the book called " A first course in DE" by Dennis Zill and what i watched and learnt here is much more simpler and easier to get comparing to that book
thanks again
arshawiir I thought I was the only one who found that book was confusing as hell. I always watch youtube if I get lost :D
Lol same!!
Yes! I have the same book! (although probably a later edition, just noticed your comment is from 6 years ago) and the book is so damn confusing. It expects us to already know what it's talking about and spends wayy to much time on proofs rather than showing us how to use the methods.
Differential equations have suddenly become fun. Lol
Thank you so much for these videos. Great explanation for all the concepts. God bless you for the great work done. Really helped my exam today : )
This is absolute gold thank you Sir
You're welcome!
People like you are invaluable. It's a real phenomena where students learn more from videos like these than from their text books, and people should really look into the reasons why.
Learning styles
I think the reason is that students come to the online lectures with bits and pieces of information plus some partial knowledge from their class, textbooks, and professors, and the online lectures pull all that fractured knowledge together. Just my theory!
Thank You so much. This was really helpful.
Thank you!!!
Thank you teacher
, I could not pass the exam in advance. Now, I'm trying, I'm not pass the exam in.
Thanks for this, it's hard to find resources that explain this clearly.
Well done, thanks!
Using this for the new IB math application and interpretation HL course
I think we can replace professors who cannot teach with online content.
thanks a lot buddy im really greatful
hello do you have vector space video before this one ?
Thanks a lot
bloody fantastic
GREAT............. Salute Boss
Thank you so much :)
YOOUUU ROOOCKKKK
Thank You!
Thanksss for all the details :D
helps a lot in understanding, yeah~
Thank you
I was a math major so this was easy of course. I have watched a lot of educational videos on this topic and found your explanation the best the most clear and easy to follow for anyone. So good job!
thanks
Thank you so much