I'm trying to solve this matrix but need help. 1 2 -9 -8 0 1 7 -3 0 0 1 7 my choice of answers are; a -2, -11, 6 b 159, -52, 7 c -8, -3, 7 d 21, 46, 7
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im guessing b at sight
what do you mean "solve" it? do you mean find the determinant? do you mean find the eigenvalues?
oh, i see. a system of equations.
you pretty much work it up from the bottom; that 1,7 means teh last value is = to 7
1 7 , -3 means 1 +7(7) = -3; the second so 1 = -52
1 2 -8, -8 then means: 1 +2(-52) -9(7) = -8
and i bet that ends up 1 = 159
Thanks, this stuff is hard for this old mind to get a handle on.
\[\begin{array}c x&y&z&|&=\\ 1&2& -9&|& -8\\ 0& 1& 7& |&-3\\ 0& 0& 1& |&7 \end{array}\]
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