hey there i have difficulty with augmented matrix ... can anybody help me with that?
sure, what's up?
system: x-4y+3z=5 -x+3y- z=-3 2x -4z=6
1 3 2 / 1 0 1 -2 /5 0 0 4 /4
not is not a system
coefficient matrix 1 -4 3 -1 3 -1 2 0 -4
augmented matrix 1 -4 3 5 -1 3 -1 -3 2 0 -4 6
is that the answer?
no, that's an example, I'm not sure what your question is. you just typed in a matrix.
your augmented matrix is derived from the coefficients and constant terms of your system of linear equations
is that the answer?
do youwant me to write u the whole question maybe u gonna understant ??
yes. are you given a system of linear equations & asked to write an augmented matrix?
find X, where x=(x1,x2,x3)to the power of t, given the A is known (3*) matrix, b a known column matrix, and that the system Ax=b has augmented matrix equivalent to
1 3 2 ! -1 0 1 -2 ! 5 0 0 4 ! 4
thats is the qustion
question sorry
haha, yeah, sorry mattheos, that is a little more in depth than just having difficulty with an augmented matrix. i'm in my first semester of linear algebra & i haven't seen a problem like that yet.
aham ok ... thx anyway
I'm going to repost your question if you don't mind, I would like to see a solution as well, I could solve this if it didn't involve the power of t.
Do you have to use gaussian elimination?
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