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I need help solving a matrix
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here it is
\[4X+A=B \\ 4X=B-A \\ X=\frac{1}{4}[B-A]\] just find the difference of matrix B and A then multiply by the scalar 1/4
Lol great name by the way.
\[X=\frac{ 1 }{ 4 }\left( 8 -3\right)\]
And so on?
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well that would be the first entry of X So you could say: \[X_{11}=\frac{1}{4}(8-3)\]
buy yeah in general you have \[X_{ik}=\frac{1}{4}(B_{ik}-A_{ik})\]
so if i'm not mistaken, one solution for X is [5/4 3/4]?
how do you end up with a 1 by 2 matrix?
oh do you mean just row 1 for X? because X is gonna be a 3 by 2 matrix and there is only one solution for X.
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Yeah just one row. That's all I had completed at the time. I have the rest of the answer. Thank you very much, I really appreciate your help
np :)
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