In 3 and 4, verify that the basis B for the given vector space is orthogonal. Use
Chapter 7, Problem 4(choose chapter or problem)
In 3 and 4, verify that the basis B for the given vector space is orthogonal. Use Theorem 7. 7 .1 as an aid in fmding the coordinates of the vector u relative to the basis B. Then write u as a linear combination of the basis vectors.B = {(2, 1, -2,0),(1,2,2, 1),(3, -4, 1,3),(5, -2,4, -9)}, R4; u = (1, 2, 4, 3)
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