Question: Consider two vectors: = (-3,2, -1) and = (1, -3, 2), evaluate the following: A. (A:1) - v B. (A:1) Angle between u and

Consider two vectors: = (-3,2, -1) and = (1, -3, 2), evaluate the following: A. (A:1) - v B. (A:1) Angle between u and C. (A:2) x v D. (A:2)Proj E. (A:1) Area of parallelogram produced by u and . F. (K:1, 1:1) if = (3, 4, 2), are u, and w linearly dependent or independent? If they are not, calculate the volume of the parallelepiped these three vector form. G. (1:2, A:2) Can p = (2, 5,-3) be written as linear combination of u, and w? If so, state the correct linear combination. If not, explain why not.

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