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1. We are given the following vectors: ū = (x,0,4), ū = (2,1,1) a) What does the value of x need to be so that the vectors ūc) Calculate the cross product q = ū xū and find the magnitude of q: (5 pts.) d) Compare the magnitude of p with the magnitud

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a ů P = 0 = 2x + 6x1) + (4 x1) = P = û xv T S 2 2 P = 1 (0-4)-j (-2-8) tk (-20) Ippon P= -4 et loj-2k (P) = 1443 +102 +22 25

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