Let u = (– 3, 5, 3), v = (4, –- 5, – 2), and w = (0, 5, – 3). Assume · always refers to the dot product. If possible, find the following. If not possible, type DNE. Use < and > to enclose vectors: for example, < x, y, z > u· v = (3u) · (4v) = (v. w w) u. (3v + 4w)

Advanced Engineering Mathematics
10th Edition
ISBN:9780470458365
Author:Erwin Kreyszig
Publisher:Erwin Kreyszig
Chapter2: Second-order Linear Odes
Section: Chapter Questions
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Let u =
(- 3, 5, 3), v =
(4, – 5, – 2), and w =
(0, 5, – 3).
Assume · always refers to the dot product. If possible, find the following. If not possible, type DNE. Use <
and > to enclose vectors: for example, < x, y, z >
u· V =
(Зu) (4v) —
u· (v· w)
u· (3v + 4w)
||
Transcribed Image Text:Let u = (- 3, 5, 3), v = (4, – 5, – 2), and w = (0, 5, – 3). Assume · always refers to the dot product. If possible, find the following. If not possible, type DNE. Use < and > to enclose vectors: for example, < x, y, z > u· V = (Зu) (4v) — u· (v· w) u· (3v + 4w) ||
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