The discussion revolves around transitioning from the matrix equation x = Cx + d to the expression x = [(I − C)^(-1)]d. Participants are exploring the underlying concepts of matrix equations and their manipulations.
The conversation is ongoing, with participants sharing insights and resources. Some have offered guidance on how to approach the problem, while others express uncertainty about their ability to engage with matrix concepts.
There is mention of a video resource that may provide additional context, and some participants indicate a lack of confidence in their understanding of matrices, which may influence the discussion.
Cinitiator said:Homework Statement
How does one go from
x = Cx + d
to
x = [(I − C)^(-1)]d
in a matrix equation?
Homework Equations
x = Cx + d
x = [(I − C)^(-1)]d
The Attempt at a Solution
I tried to Google.
The equation uses matrices, so if you don't feel confident answering a question that involves matrices, you shouldn't respond.Shootertrex said:Do you need to get there using a matrix equation or just know how to get there? I know how to get to that equation without matrices. I would not know how to get there with them though. Matrices were never my strong suit.
Shootertrex said:edit:
http://www.youtube.com/watch?v=tuepwWQ4_mM I think you might find this helpful.