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4. Suppose u = (3, -2, 1) and v = (1, 4,-3). Find the orthogonal projection of u onto v. Show your work. proj,u
4. Suppose u = (3, -2, 1) and v = (1, 4,-3). Find the orthogonal projection of u onto v. Show your work. proj,u = (u, v) (v, v) v. 5. Find the coordinate matrix of x = (4,-3) relative to the orthonormal basis B in R below. Show your work. B= 6) 3 3 3 3 --8--8 W2= 6. Find the projection of the vector v= 2 onto the subspace S of R spanned by the vectors w= 0 Show your work.
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4 To find the orthogonal projection of u onto v we use the formula projvu u v v v v calculate the do...
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Applied Linear Algebra
Authors: Peter J. Olver, Cheri Shakiban
1st edition
131473824, 978-0131473829
