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)
"Leave a comment below and we can engage the audiences *Laughs*" This got me haha. Love the videos man!
linearly independent
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
Love it ! Thanks!
Great video. Very helpful. Thank you.
Thank you so much you made it easier for me
you are a king thank you
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
the last one , plane in R3 is linearly independent.
goat
ily
Line in r3
Wizard
uses redundant to explain scalar multiple then later describes it as a scalar multiple. Lmao