Example 3: For the given two vectors v< -2,0,1 > and w< 3, 5, -4 > find v+w, v-w, 3v, w-2v? 38 20.1 35-4) V+w= <1.5.-3> V-w= <-5.-5,5> 3v=3 <-2,0, 1>=<-6,0,3> W-2v= <3, 5, -4>-<-4, 0, 2>=<7,5,-6> (H.W sketch v+w, v-w, w-2v) V< w

Algebra and Trigonometry (6th Edition)
6th Edition
ISBN:9780134463216
Author:Robert F. Blitzer
Publisher:Robert F. Blitzer
ChapterP: Prerequisites: Fundamental Concepts Of Algebra
Section: Chapter Questions
Problem 1MCCP: In Exercises 1-25, simplify the given expression or perform the indicated operation (and simplify,...
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Example 3: For the given two vectors
v< -2,0,1 > and w< 3, 5, -4 > find v+w, v-w, 3v,
w-2v?
38
20.1
35-4)
V+w= <1.5.-3>
V-w= <-5.-5,5>
V<
w
3v=3<-2,0, 1>=<-6,0,3>
W-2v= <3, 5, -4>-<-4, 0, 2>=<7,5,-6>
(H.W sketch v+w, v-w, w-2v)
Transcribed Image Text:Example 3: For the given two vectors v< -2,0,1 > and w< 3, 5, -4 > find v+w, v-w, 3v, w-2v? 38 20.1 35-4) V+w= <1.5.-3> V-w= <-5.-5,5> V< w 3v=3<-2,0, 1>=<-6,0,3> W-2v= <3, 5, -4>-<-4, 0, 2>=<7,5,-6> (H.W sketch v+w, v-w, w-2v)
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