Join Wrath of Math to help me keep producing this course and to get access to the lectures notes used in the videos! th-cam.com/channels/yEKvaxi8mt9FMc62MHcliw.htmljoin Linear Algebra course: th-cam.com/play/PLztBpqftvzxWT5z53AxSqkSaWDhAeToDG.html Linear Algebra exercises: th-cam.com/play/PLztBpqftvzxVmiiFW7KtPwBpnHNkTVeJc.html
Totally awesome course! This is the course i would recommend anyone that wants a refresher (or is new to the topic)! Clear colorful examples with a nice talking head. Loving it. Keep up the good work!
I really enjoy your videos. Your videos are clean and easy to follow step by step with no unnecessary explanations to confuse and no omissions of necessary explanations!
Amazing video, Thank you for sharing. It explains the transformation of a vector in R^n field of n vector space to m vector space. So here we can also call domain as n vector space and subdomain which belongs to R^m as subspace or R^n where m
Join Wrath of Math to help me keep producing this course and to get access to the lectures notes used in the videos!
th-cam.com/channels/yEKvaxi8mt9FMc62MHcliw.htmljoin
Linear Algebra course: th-cam.com/play/PLztBpqftvzxWT5z53AxSqkSaWDhAeToDG.html
Linear Algebra exercises: th-cam.com/play/PLztBpqftvzxVmiiFW7KtPwBpnHNkTVeJc.html
Totally awesome course! This is the course i would recommend anyone that wants a refresher (or is new to the topic)! Clear colorful examples with a nice talking head. Loving it. Keep up the good work!
Thank you!
I really enjoy your videos. Your videos are clean and easy to follow step by step with no unnecessary explanations to confuse and no omissions of necessary explanations!
Thanks so much, I work hard to deliver exactly that!
you are so underrated man! you explain so well!!
Thanks so much! Still many more lin alg videos to come - I hope you’ll continue to find them helpful!
sooooo good, crazy that this is free
Great job! You explain very well and enthusiastically!! Thank you for teaching us!
Thank you for watching!
Thank you so much for this video!
Linear transformations? More like "Liking these videos with super great information!" 👍
Very clear explanation ! Thank you Sir !
You are welcome!
Amazing video, Thank you for sharing. It explains the transformation of a vector in R^n field of n vector space to m vector space. So here we can also call domain as n vector space and subdomain which belongs to R^m as subspace or R^n where m
6:22 how did we get x please?
Awsm video and clarity ❤
Thank you!
Can you explain from where did you get those x values ? X = 1,0-2,3
bro's carrying my linear algebra GPA
Gotta do my part
How's the class going?
Do you release music? The flow in the outro is sick
Thank you! Not so much, I release it for channel members and that's about it these days. Occasionally post song clips to my story on Instagram.
Thank you sir.
My pleasure - thank you for watching!
ah ha! great explainer!