Two unit vectors, û and û are collinear with one another and face opposite directions. What can be concluded about their dot product? Oû. 1 Oû û = -1 Oû.v=0 Oû û does not exist We can't make any of these conclusions about the dot product

Calculus: Early Transcendentals
8th Edition
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Author:James Stewart
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Chapter1: Functions And Models
Section: Chapter Questions
Problem 1RCC: (a) What is a function? What are its domain and range? (b) What is the graph of a function? (c) How...
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Suppose u and are non-zero, parallel vectors. Which of the following could
not possibly be true?
ये - ये = |ये || Ū|
υ
2
|ū × v = | u |
u + v = ¯
0
○ |ù | + | v | = 2 | u |
None of these given answers
Two unit vectors, û and û are collinear with one another and face opposite
directions. What can be concluded about their dot product?
Oû.v=1
Oû.v=-1
==
Oû v=0
- does not exist
O We can't make any of these conclusions about the dot product
Transcribed Image Text:Suppose u and are non-zero, parallel vectors. Which of the following could not possibly be true? ये - ये = |ये || Ū| υ 2 |ū × v = | u | u + v = ¯ 0 ○ |ù | + | v | = 2 | u | None of these given answers Two unit vectors, û and û are collinear with one another and face opposite directions. What can be concluded about their dot product? Oû.v=1 Oû.v=-1 == Oû v=0 - does not exist O We can't make any of these conclusions about the dot product
Given three vectors, u, v, w and given that w
following CANNOT be concluded
OV
vw=0
vectors u, V, W do not lie on the same plane
All of the given can be concluded
ये
w
O ये
ये . ū = 0
AB+CD-CB=
CA
= :0
None of these given answers
AC
DA
AD
=
u XV, which of the
Transcribed Image Text:Given three vectors, u, v, w and given that w following CANNOT be concluded OV vw=0 vectors u, V, W do not lie on the same plane All of the given can be concluded ये w O ये ये . ū = 0 AB+CD-CB= CA = :0 None of these given answers AC DA AD = u XV, which of the
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