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Sep 29,21 A basis of V = {(x, y,z,w) x y z = 0, y z w = 0, 2x y 3z = 0)a){(1,1,1,0),(0,1,1,1), (2,1, 3,1)}b){(1, 1, 0, 1)}c){(1, 0,1, 1)}d){(2Show the following properties of the conjugate a) Z W = Z W b) ZW = ZW c) (Z/W) = Z/W d) ZZ = Z^2 This problem has been solved!Solution For For complex numbers z and w, prove that \leftz\right^2 w \leftw\right^2 z = z w if and only if z = w or z\bar{w} = 1 Samsung Galaxy Z Fold 2 Samsung France Z w z menu