(Situation 1) Consider the following vectors: A = ti + (3t – 4)J E = 2'1+(10+)-28 C = (t- 3t2)k (a) Determine the magnitude of A, B, and C in terms of t. (b) Operate the following vector product operations: (b.1) dot product of A and B (b.2) dot product of C and B (b.3) Bx C (b.4) A x T (b.5) A (Bx C) (b.6) B x (C x Ã) (c) Suppose t = 1, determine the angle between A and Cin radians.
(Situation 1) Consider the following vectors: A = ti + (3t – 4)J E = 2'1+(10+)-28 C = (t- 3t2)k (a) Determine the magnitude of A, B, and C in terms of t. (b) Operate the following vector product operations: (b.1) dot product of A and B (b.2) dot product of C and B (b.3) Bx C (b.4) A x T (b.5) A (Bx C) (b.6) B x (C x Ã) (c) Suppose t = 1, determine the angle between A and Cin radians.
Chapter2: Loads On Structures
Section: Chapter Questions
Problem 1P
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