# Finding the matrix of a linear transformation

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• Nov 4th 2009, 07:58 PM
shawke
Finding the matrix of a linear transformation
T(M)=[1 2;0 3] from U 2x2 to U 2x2, with respect to the basis B ([1 0;0 0], [0 1;0 0], [0 1; 0 1] )

I really just have no idea what I'm doing on this question, and the majority of my homework is like it. If any of you guys could point me in the right direction that'd be fantastic.
• Nov 4th 2009, 08:29 PM
tonio
Quote:

Originally Posted by shawke
T(M)=[1 2;0 3] from U 2x2 to U 2x2, with respect to the basis B ([1 0;0 0], [0 1;0 0], [0 1; 0 1] )

I really just have no idea what I'm doing on this question, and the majority of my homework is like it. If any of you guys could point me in the right direction that'd be fantastic.

Did you pay attention to the fact that you did NOT ask any question?

Tonio
• Nov 4th 2009, 08:32 PM
shawke
Well. I said in the topic of the thread "finding the matrix of a linear transformation", so I assumed it was clear thats what I was trying to do. I need to find the matrix of the linear transformation T with respect to the given basis, which I previously said.

Thanks again for any possible help.