How to find out if a set of vectors are linearly independent? An example.

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What is linear independence? How to find out of a set of vectors are linearly independent? In this video we'll go through an example.
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You were explaining well, and then for the example you just skipped like all the math and told us the answer..

slimxshady
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thank you very much, now I am a small step closer becoming an Engineer.

hockeyplayerU
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Yes, in our class we called it augmented matrix. The previous version of the textbook called it auxiliary, they refer to the same thing.

joyzhou
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Would have been better if you went through the row reducing.

theawesomegamer
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where did you get the -2a3 can you explain that part insteaed of just writing it out

mberu
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you have a very beautiful hand-writing 💗

grilledpikachu
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Thank you for how you made this plan by showing the difference by showing a dependent problem...👍👍👍

leearmour
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I don't know how to get a1=-2a3 from the augmented matrix. Sorry but this did not help me at all. Please don't skip steps when doing an example.

timosirkka
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She skipped alot of steps but conveyed the most important idea.

dradexx
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I'm so confused because in the end you say they're not linearly dependent but then immediately after you say that they are.

SebastianGomez-whhf
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Thank you! Finally a simple, straight to the point, easy to understand explanation of this!

Schytheron
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When you create the matrix, why is it column form and not row?

brenmclean
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loved the video till you skipped alot of the steps :(

habiboorrahman
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i got a1=-2a2 insteal of a1=-2a3 but still got the same result..

ahaielpatt
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Wow, is that a 3+B pencil ? Nice video, thanks !

Darieee
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You can also use gauss elimination method for this .

rf
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so how did you put a1 = -2a3 can u explain that to ?

ANGELFORGOD
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Soooo in other words, the only solution has to be that all the "a"s are zero if the system is linearly independent? Right?

JossinJax
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Will you please send me the explanation of example matrix ???

mariaarshad
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how does all scalars needing to be 0 show linear independence?

babi