Is it possible to define two vectors which are linearly dependant as one vector being a multiple of the other? Edit 1: I have just realised that STEM Support mentioned that very fact a few seconds after I posted this comment. Thank you, STEM Support!
![INSANE Hack to Find Span of Any Vectors [Passing Linear Algebra]](http://i.ytimg.com/vi/9R6zQfd6vlQ/mqdefault.jpg)
![INSANE Hack to Find Span of Any Vectors [Passing Linear Algebra]](/img/tr.png)
![What is a Subspace? [Passing Linear Algebra]](http://i.ytimg.com/vi/JoeVHP_jg44/mqdefault.jpg)
linearly independent
"Leave a comment below and we can engage the audiences *Laughs*" This got me haha. Love the videos man!
TRULY A LEGEND. Thank you so much for the explanation.
Yo.... you one ah dem ones! Best LE Playlist up here 💯 gonna pass my exam cause of you.
those two vectors are but linearly independent but legally recognized dependents when it comes to your taxes
I could jus skip class at this point n binge watch ur vids 😫😫
These videos are amazing. Thank you for uploading
Great video. Very helpful. Thank you.
Thank you so much you made it easier for me
Is it possible to define two vectors which are linearly dependant as one vector being a multiple of the other?
Edit 1: I have just realised that STEM Support mentioned that very fact a few seconds after I posted this comment. Thank you, STEM Support!
18 comments on a 5 years old video is wild, linearly independent tho
you are a king thank you
the last one , plane in R3 is linearly independent.
Line in r3
goat
ily
Wizard
uses redundant to explain scalar multiple then later describes it as a scalar multiple. Lmao