Let C = (1,–3, 2) and D = (-1, 2, – 3, ). Find the following. (a) The cosine of the angle between D – C and 2D + C. The vector projection of D – C onto 2D + C. - |- (C) An equation of a plane perpendicular to D – C.

Linear Algebra: A Modern Introduction
4th Edition
ISBN:9781285463247
Author:David Poole
Publisher:David Poole
Chapter1: Vectors
Section1.3: Lines And Planes
Problem 18EQ
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Let C = (1,–3, 2) and D = (-1,2,–3,). Find the following.
|3|
a) The cosine of the angle between D – C and 2D + C.
(b) The vector projection of D – C onto 2D + C.
-
(C) An equation of a plane perpendicular to D – C.
Transcribed Image Text:Let C = (1,–3, 2) and D = (-1,2,–3,). Find the following. |3| a) The cosine of the angle between D – C and 2D + C. (b) The vector projection of D – C onto 2D + C. - (C) An equation of a plane perpendicular to D – C.
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