Amazing video! I'm doing a very important assignment right now that defines whether I graduate this year, and you're a great help! Wherever you are now, do know that you did something awesome in 2009.
This video, as well as the one before it, made me change my state of mind from "Bah, I'll just bash the formula into my head" to "now I know how to derive the forumla, so I don't really need to bash it into my head"! And for that, sir, I thank you. Finally I understand this!
Find in R3(with the standard dot product) the matrixform(i.e. find the 3 x 3 matrix A and the 3 x 1 matrix B so f(x) = AX +B) of the rotation arround the straight line 2x-1 = y-2 = 2z-3 over the angle 3pi/4. Help? :(
Assalamualaikum sir, You are Just brilliant!!!!. May Allah SWT reward you for this. Ameen. Finally i understand this. Moving on to the reflections,projections and scaling
Amazing video! I'm doing a very important assignment right now that defines whether I graduate this year, and you're a great help!
Wherever you are now, do know that you did something awesome in 2009.
and even now in 2024
This video, as well as the one before it, made me change my state of mind from "Bah, I'll just bash the formula into my head" to "now I know how to derive the forumla, so I don't really need to bash it into my head"!
And for that, sir, I thank you. Finally I understand this!
yess
Simply the Best explanation among all the TH-cam videos I could find to this topic!!
I am amused by how many things Sal knows
11 years ago... And it is still as cool as ice..
Btw I am here in May 2021
yeahh, I am here in 2024. It's so cool
This was a life saver video
thanks this helped me understand my programing tutorials a lot !
Thank you Sal :)
Wonderfully explained sir
find the transformation equation for a 90° rotation about the z axis
All my doubt finally clear.thanks a lot
using matrix find the transformation equation for a 90° degree rotation about the z axis of cartesian coordinate system
Thank you so much!
was their ever a video made of "where you apply 1 transformation after another" ? which is this videos sequel?
Can you please tell me the name of your E-Notebook you're using in your videos?
great ssir!!! thanks
That was awesome !!!! Thank you very much !!!
Yes! this makes sense. Thank you!
thank you so much! Could you please make a video about simultaneous 3d transformations
thx this helped me a lot!
thank you
ostada ghalta ta3na doklna fih
Find in R3(with the standard dot product) the matrixform(i.e. find the 3 x 3 matrix A and the 3 x 1 matrix B so f(x) = AX +B) of the rotation arround the straight line 2x-1 = y-2 = 2z-3 over the angle 3pi/4.
Help? :(
Gracias!
Thank! you!
5 wheels are spinning in 3D around all the axis. All of the wheels are spinning at different rates, When will they all align?
You sound like Tom Hanks.
Assalamualaikum sir, You are Just brilliant!!!!. May Allah SWT reward you for this. Ameen. Finally i understand this. Moving on to the reflections,projections and scaling
androidRS, lol they live in their own world
AWESOME
You trade?
The vector X = [x1 y1 z1] should be premultiplied with the Rotational matrix (A) to get the new vector X = [x1 y2 z2] rotated around the x-axis.
🤔🙄🤣I'm dumb