Let u = (a11, a12, a13), v = (a21, a22, a23), w = (a31, a32, a33) be three vectors in R. Explain, using linear algebra, why it is (generally) impossible to find a vectro (x, y, z) that is orthogonal...

Let u = (a11, a12, a13), v = (a21, a22, a23), w = (a31, a32, a33) be three vectors in R. Explain, using<br>linear algebra, why it is (generally) impossible to find a vectro (x, y, z) that is orthogonal to u, v, and w.<br>Your explanation should refer to the properties of a relevant system of linear equations.<br>

Extracted text: Let u = (a11, a12, a13), v = (a21, a22, a23), w = (a31, a32, a33) be three vectors in R. Explain, using linear algebra, why it is (generally) impossible to find a vectro (x, y, z) that is orthogonal to u, v, and w. Your explanation should refer to the properties of a relevant system of linear equations.

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Jun 05, 2022

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Let u = (a11, a12, a13), v = (a21, a22, a23), w = (a31, a32, a33) be three vectors in R. Explain, using linear algebra, why it is (generally) impossible to find a vectro (x, y, z) that is orthogonal...

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