Several unit vectors 7, 3, t, ü, ñ, and e in the xy-plane (not three-dimensional space) are shown in the figure. (Click on Using the geometric definition of the dot product, are the following dot graph to products positive, negative, or zero? You may assume that angles that look enlarge the same are the same. ? 1. ñ. ē ? 2. 3. 7 3. 7 3

Algebra and Trigonometry (MindTap Course List)
4th Edition
ISBN:9781305071742
Author:James Stewart, Lothar Redlin, Saleem Watson
Publisher:James Stewart, Lothar Redlin, Saleem Watson
Chapter9: Vectors In Two And Three Dimensions
Section9.CR: Chapter Review
Problem 33E
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Question
Several unit vectors 7, 3, t, ü, ñ, and ē
in the xy-plane (not three-dimensional
space) are shown in the figure.
(Click
on
Using the geometric definition of the
dot product, are the following dot
graph
to
products positive, negative, or zero?
You may assume that angles that look
enlarge)
the same are the same.
1. ñ.ē
?
2. 3. ť
?
3. 7:5
4. 7. ū
?
5. ē :7
?
6. ē :3
?
7. t· ū
8. n· t
Transcribed Image Text:Several unit vectors 7, 3, t, ü, ñ, and ē in the xy-plane (not three-dimensional space) are shown in the figure. (Click on Using the geometric definition of the dot product, are the following dot graph to products positive, negative, or zero? You may assume that angles that look enlarge) the same are the same. 1. ñ.ē ? 2. 3. ť ? 3. 7:5 4. 7. ū ? 5. ē :7 ? 6. ē :3 ? 7. t· ū 8. n· t
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