Graph and label the position vectors u = (−2, 2, 1) and v = ‹ (3, -2, 1). x 9 -3 < 7 +2 -2 Calculate, graph and label the projection vector proj, v Show your calculation! 2 3 Find the values of x such that the vectors (3,2, x) and (2x,4, x) are orthogonal.
Graph and label the position vectors u = (−2, 2, 1) and v = ‹ (3, -2, 1). x 9 -3 < 7 +2 -2 Calculate, graph and label the projection vector proj, v Show your calculation! 2 3 Find the values of x such that the vectors (3,2, x) and (2x,4, x) are orthogonal.
Advanced Engineering Mathematics
10th Edition
ISBN:9780470458365
Author:Erwin Kreyszig
Publisher:Erwin Kreyszig
Chapter2: Second-order Linear Odes
Section: Chapter Questions
Problem 1RQ
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
Transcribed Image Text:Graph and label the position vectors u = (−2, 2, 1) and v = (
=(3, -2, 1).
x
2
9
3
2
el
-2
Calculate, graph and label the
projection vector proj, v Show your
calculation!
2
3
c)
Find the values of x such that the
vectors (3,2, x) and (2x,4, x) are orthogonal.
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