Wow. There isn't a simpler , more intuitive explanation of a determinant out there ! Eddie in your next video when you show a 3D determinant ( parallelopiped ). please show the complete working of that based on the first principles you showed here. That would then be the most complete intuitive proof of the 3D determinant on the internet. Cheers, b
Fucking love your work chief…….you should do a subscription platform…….lots of homeschoolers especially these days, especially in USA……I can understand you pretty well…….even if it was cheap…..say 5 dollars per month……if you could get a thousand subscriptions…….never have to work again……..god bless you
5:03 Sir, i understand what we do here, but i don’t really get why do we do that? Why do we add vector (c, d) to vector (a, d)? Cheers from Poland. ;))
If you get a negative determinant, it simply means that the two vectors are arranged with the second vector clockwise from the first vector, rather than counterclockwise, as is the convention for positive area.
I wish this guy could teach Physics and Computer science as well.
Seeing him teaching physics would be awesome.
As likely as not, he can......
He teaches mechanics so I’d assume he knows physics
@@firstname9845 does he know ray optics? Electromagnetism? Modern Physics? Thermodynamics?
Wow. There isn't a simpler , more intuitive explanation of a determinant out there !
Eddie in your next video when you show a 3D determinant ( parallelopiped ). please show the complete working of that based on the first principles you showed here. That would then be the most complete intuitive proof of the 3D determinant on the internet.
Cheers,
b
I'm Victor and got a little smile when you called me! :D
almost same...
I used this video to revise some stuff before starting my post graduation, very good, thank you.
Fucking love your work chief…….you should do a subscription platform…….lots of homeschoolers especially these days, especially in USA……I can understand you pretty well…….even if it was cheap…..say 5 dollars per month……if you could get a thousand subscriptions…….never have to work again……..god bless you
Cant these student just pay attention! Gosh....
they have no idea how lucky they are
Tnqu , very well explained .
We need more people like you.
♥️
He is a really good teacher
Omfg this bro is amazing
4:50 I'm kinda getting what happened here ;:))
Without subtitle it's hard to follow wish he had it turned on
Thanks sir... 🙏.. I am from india..
5:03
Sir, i understand what we do here, but i don’t really get why do we do that? Why do we add vector (c, d) to vector (a, d)?
Cheers from Poland. ;))
Forgot to write in a first comment: You do a great work! ❤
Sir, what if we get negative value of determinant i.e. a =1, b=2, c = 4, d=3.... the area cannot be negative. Could you please make some comments?
If you get a negative determinant, it simply means that the two vectors are arranged with the second vector clockwise from the first vector, rather than counterclockwise, as is the convention for positive area.
hi, "matrices are basically another to say" ??? why do you say after that? thanks
2a + 2d ?
Great Kiwi Accent
666th like, duty fulfilled
🙏🤸🙌🧘💙
Yo solo buscaba determinantes 😭😭😭
h eddie can u clear my doubts please reply
He must be teaching high school
Tnqu , very well explained .
We need more people like you.
♥️