I just had one of those "eureka!" moments where everything finally clicked and I understood it all. My exam's in two days, so it's just in time. Thank you so much :D
Transform the set of vectors {u1 = (2, 2, 1), u2 = (−2, 1, 2), u3 =
(18, 0, 0)} into an orthonormal set using the Gram-Schmidt process. this is my question for my test on monday, is this the same as the solution to this one????reply quick pleeeease :D
Great! :-) I finally got that and we had like 3 examples for it in the Uni! This was a really good explanation! Haven't found one like that before!
TheresaOtti1 2 weeks ago
This is the best explanation one can find on net.
lilygirl007 3 months ago
Thanks alot, i just found the video so easy to follow. You rock
blondii0072 6 months ago
what template are u using? looks great!
shadisc 9 months ago
only wish i discovered this sooner xD
samanthatotalyrules 9 months ago
thank you so much for your video's! they have helped me out alot! much appreciated!
samanthatotalyrules 9 months ago
I just had one of those "eureka!" moments where everything finally clicked and I understood it all. My exam's in two days, so it's just in time. Thank you so much :D
dominicpotter1 9 months ago
Transform the set of vectors {u1 = (2, 2, 1), u2 = (−2, 1, 2), u3 =
(18, 0, 0)} into an orthonormal set using the Gram-Schmidt process. this is my question for my test on monday, is this the same as the solution to this one????reply quick pleeeease :D
xxilikemustardxx 11 months ago
@xxilikemustardxx heres an idea, watch the video above?
xHaTeSx 11 months ago
@xxilikemustardxx its nearly the same i think
s1kRsk 1 month ago
have you done a QR facorization video? if not could you :D it would be helpful.
theBIGamazingShim 1 year ago
thank you very much
itayarye82 1 year ago
thanks for this
pankerica666 1 year ago
Thank you, i followed ur steps to do my webwork question :-)
nicolasseifert 1 year ago
Really great!
Androslav 1 year ago
I love it ty so much
HeavenBreezes 2 years ago
thanks again--another great vid in a great playlist--my only wish is that you would make a
summary video discussing how lin alg fits into a math ciriculum beside vector calc and numeric methods, etc. Just sort of a roadmap. thanks!!
yynotx 2 years ago
ty man... very awesome... we in the university of beer sheva israel thank u:)
jyehie 2 years ago
Thank you so much for taking the time to explain this, I am having a final in a couple of days and this is helping!
elizabethk28 2 years ago
usually happens when you view the video on day of upload..
gradiosso27 2 years ago
0 View's?
Never seen that before...
timetraveler3797 2 years ago 2