Find the orthogonal projection of v = (1, 2, 1, 2) T onto the span of (1,1,
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Find the orthogonal projection of v = (1, 2, −1, 2)T onto the span of (1,−1, 2, 5)T and (2, 1, 0,−1)T using the weighted inner product (v , w) = 4ν1ω1 + 3ν2ω2 + 2ν3ω3 + ν4ω4.
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Let u 1 1 2 5T and w 2 1 0 1T be the vectors that span the subspace we want t...View the full answer
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