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Linear algebra question 21. Show that ( {(3,-3,0)(2,2,-1),(1,1,4)} ) is an orthogonal basis for ( mathbb{R}^{3} ) with respect to the standard inner product. Find
Linear algebra question 21. Show that \( \{(3,-3,0)(2,2,-1),(1,1,4)\} \) is an orthogonal basis for \( \mathbb{R}^{3} \) with respect to the standard inner product. Find the coordinate matrix of \( (5,-3,1) \) relative to th 2 answers
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