Find all vectors in 𝐑^3 that are orthogonal to (1,1,1) and (1,-1,0). Produce an orthonormal basis from these vectors (mutually orthogonal unit vectors). | Numerade
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Find an orthonormal basis for R^{4} that includes the vectors \... | Filo
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Project b=(0,3,0) onto each of the orthonormal vectors a1=((2)/(3), (2)/(3),-(1)/(3)) and a2=(-(1)/(3), (2)/(3), (2)/(3)), and then find its projection p onto the plane of a1 and a2. | Numerade
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Example: Find an orthonormal basis for the vectors that span the subspace of the given vectors.
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