Matrix of a Linear Transformation I: Euclidean Space
About | Information | History | Online | Facts | Discovery
A linear transformation from R^n to R^m can always be expressed as matrix multiplication. We explore why this works, derive a formula for the matrix, and compute the matrix for a rotation in the plane.
Comments
-
This is an amazing simple and effective example of the LT matrix represntation, while at the same time shows how the rules of std addition and scalar multiplication are applied for this to be a linear transformation, and the matix rep. Thanks a lot, you just made my day, because of this explanation, now i can understand of my notes from the class and the book as well.
Thank you again, for this all your linear algebra videos.
7m 4sLenght
14Rating