First of all, there are more than one spanning set for the range of the matrix. There are also more than one basis for the range of the matrix. If a spanning set of the range is linearly independent, then it is a basis for the range. I would not make "spanning set" an equivalent concept with "basis" no matter what method you use.
Talk a bit closer to the mic it's hard to hear you
I see why they call you Memelord
💀💀💀💀💀💀
holy cow. it's 2am and my volume is on 5% but WOW yeah now I'm awake 😂
I really liked the coincidence we had!!!
It is 2AM right now in India and her sound literally woke me up from my sleepy mood😂
@@user-uu8uk2qj1l lmao same
hahahahahahahahah
this just ear raped me rn holy cow
WOW THAT IS ONE NICE MICROPHONE TOP LEVEL AUDIO QUALITY
girl you scare the living matrix out of me
Everyone disliking cause of mic, but this was clear, concise, and exactly what I needed. Thanks!
Your handwriting is perfect.
Nice.... Short n smooth! On point no wasting time!
Great video!! Too bad the mic sound isn't that great. I really like that you do it on paper!
my ears have been enlightened
Thank you for concise example.
Very informative and concise, thank you
I got a jumpscare at first, but thanks overall.
Amazing method of explanation
Have you considered a carrier in ASMR or voiceovering?
What a great video to be honest
Thanks, really easy to understand this way!!
I COULDN'T QUITE HEAR YOU
can you make this video louder. it wasn't loud enough
Am I right in saying that if you compute the range this way, the spanning set is also equal to the basis of the matrix?
First of all, there are more than one spanning set for the range of the matrix. There are also more than one basis for the range of the matrix. If a spanning set of the range is linearly independent, then it is a basis for the range. I would not make "spanning set" an equivalent concept with "basis" no matter what method you use.
How to do you the rref so quickly? Is there a quick method for this?
Thanks
+Ekeopara Anthony matlab rref
You need Asian genes
Thank you :)
Joy is such a pretty name!
Great explanation
why is this not the only basic of R(A)? What are other ones?
Thank you l got it👍
Thanks very much
Very thank you mam...
good video
good very nice
why is the 1 on the last column not consider a leading one?
It has to be the first digit in a row to be considered a "leading one".
what are you talking about at 1:03??
Reducing a matrix to row echelon form? In fact, in the video I reduced the matrix to its reduced row echelon form (RREF).
HERE'S AN EXAMPLE
Thankyou
Volume 👍🏻👍🏻👍🏻
Thanks mam
:)
You wok my neighbors lol
my brother in christ my ears are bleeding
Ohhh my God the sound is the worst
Im sorry but could you get closer to the fucking mic so i wouldnt be able to hear anything at all
tampoco me cuentes tu vida