Question
- Find the value of n if the vectors u= = (1, 4, 1), v = (2, n, 1) and w = (0, 2,
- Find the value of n if the vectors u= = (1, 4, 1), v = (2, n, 1) and w = (0, 2, 1) are coplanar. Find the angle between u=(-3, 1, 2) and v = (-2, 3, 1). Give the answer in two (2) decimal places. Let P(-1, 2, 3), Q(5, -2, 3), R(-3, -2, 1) and S(4, 2, 3) be four (4) points in space. Find the volume of parallelepiped determined by the vectors QP, QR and Qs.
Step by Step Solution
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1 To determine if the vectors u 1 4 1 v 2 n 1 and w 0 2 1 are coplanar we can check if the determinant of the matrix formed by these vectors is zero T...
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Algebra and Trigonometry
Authors: Ron Larson
10th edition
9781337514255, 1337271179, 133751425X, 978-1337271172
