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6 Nov 2019
Let u = (-2, 0, -3), v = (2, -1, 5) and w = (20, -14, 31). Evaluate the expression || 4u - 2v + w|| =
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Let u = (-2, 0, -3), v = (2, -1, 5) and w = (20, -14, 31). Evaluate the expression || 4u - 2v + w|| =
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Keith Leannon
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7 Feb 2019
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Suppose v, w, x are vectors in some dot product space V such that v w = 4, ||v|| = 5, v x = -3 and x x = 20. Compute the following: -x 2v v (4x - 3w) v v w 1 / ||w||2 W
Chapter 3, Section 3.1, Question 14a Let u (-4, 1, 3), v 5, 0, -4), and W (2, -1, -5), Click here to enter or edit your answer Find V W
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Chapter 3, Section 3.1, Question 14a Let u (-4, 1, 3), v 5, 0, -4), and W (2, -1, -5), Click here to enter or edit your answer Find V W
Chapter 3, Section 3.1, Question 14d Let u (-5, 1, 4), v (5, 0, -7), and w -(7, -1, -2), Click here to enter or edit your answer Find 3 v 4 u
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Chapter 3, Section 3.1, Question 14d Let u (-5, 1, 4), v (5, 0, -7), and w -(7, -1, -2), Click here to enter or edit your answer Find 3 v 4 u
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