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Mathematics, 20.12.2019 18:31 sandy6265
All vectors are in rn. check the true statements below:
(a) the orthogonal projection of y onto v is the same as the orthogonal projection of y onto cv whenever c≠0.
(b) if the columns of an m×n matrix a are orthonormal, then the linear mapping x→ax preserves lengths.
(c) if a set s={} has the property that ui⋅uj=0 whenever i≠j, then s is an orthonormal set.
(d) an orthogonal matrix is invertible.
(e) not every orthogonal set in rn is a linearly independent set.
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All vectors are in rn. check the true statements below:
(a) the orthogonal projection...
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