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Use Cramer's rule to solve the following linear expression: x+y-z=5 2x-y+3z=-3 2x+3y =-4
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you guys there?
I will get it done later
\[x_j = \frac{ \det(A_j) }{ \det(A) }\]where A_j is the matrix obtained by replacing the j'th column with column b let me know if this is unclear (and which part of it)
for this problem, x_1 = x x_2 = y x_3 = z
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zeinas!!!!!!!
I do help understanding cramer's rule
do you think you could walk me step by step in this problem?
Ok. Well, set up ur matrix.
I can do 2x2 cramer's rule
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ok let me set it up
Yes, set it up. I will walk you thru it. It is simlar to solving a 2x2
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