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3. Let x = {ui, u2}, Y = {V1, V2} be orthonormal bases for a 2-dimensional subspace V of Rn. a. Let Q = [idv]xy.

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3. Let x = {ui, u2}, Y = {V1, V2} be orthonormal bases for a 2-dimensional subspace V of Rn. a. Let Q = [idv]xy. Express each entry of Q as a dot product. b. Show that the columns of Q form an orthonormal set of vectors, and so are the rows

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