How to interpret the given matrix on C^2?
$$\left(\begin{matrix}1&1\0&1\end{matrix}\right)$$
Please help

Question

loser66 · Answer

@hartnn

loser66 · Answer

I am supposed to change the basis of the matrix from standard basis in R^2 to standard basis in C^2

rock_mit182 · Answer

wtf tough one, if someone comes with the answer just let me know please ;)

loser66 · Answer

this f stuff is just the first part of the problem and it's solvable by my prof. hehehe.
Actually, the whole problem is 
Interpret the following matrices as linear transformation on C^2 and, in each case, find a basis of C^2 such that the matrix of the transformation with respect to that basis is triangular.
That matrix is the simplest one, I have 3-2x2-more and 2-3x3 matrices. I hate the suff :(

rock_mit182 · Answer

so you seen this stuff in linear algebra(college)

loser66 · Answer

theoretical linear algebra, not just linear algebra

rock_mit182 · Answer

oh my god, lol it sounds like a nightmare

loser66 · Answer

hihihi, not "sounds" , it is!!

loser66 · Answer

I hope I can past the course with C^-

rock_mit182 · Answer

so i guess you're studying math in college

loser66 · Answer

yes

rock_mit182 · Answer

did you have a great SAT, to enroll? i mean it is necessary

loser66 · Answer

I am immigrant and old. So that, I didn't take SAT. I jump to university to study. hehehe.

rock_mit182 · Answer

interesting, cause i thought the SAT was the most important thing to enroll

rock_mit182 · Answer

you know, I've been stuying a lot for that test