In each case, find a basis over C, and determine the dimension of the complex subspace U
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(a) U = {(iv + w, 0, 2v - w) | v, w in C}
(b) U = {(u, v, w) | 2u + (1 + i)v - iw = 0;
u, v, w in C}
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a Here U iv w 0 2v w vw C v i 0 2 w1 01 vw C span i 0 ...View the full answer
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