Find the general solution to the linear system and confirm that the row vectors of the coefficient matrix are orthogonal

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Find the general solution to the linear system and confirm that the row vectors of the coefficient matrix are orthogonal

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Find The General Solution To The Linear System And Confirm That The Row Vectors Of The Coefficient Matrix Are Orthogonal 1
Find The General Solution To The Linear System And Confirm That The Row Vectors Of The Coefficient Matrix Are Orthogonal 1 (17.12 KiB) Viewed 24 times
Find the general solution to the linear system and confirm that the row vectors of the coefficient matrix are orthogonal to the solution vectors. 2²₁ +2²₂ +23=0 2₁+ 2xy + 2xy = 0 821 +8₂ +823=0 Enter the general solution below using the parameters s and t as required. NOTE: Define as parameter t, if required. 23- NOTE: Define as parameter t (if not already used) or s, if required. 71= The row vectors of the coefficient matrix Choose one orthogonal to the solution vectors.
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