1. v=[3 5 -111 Let v – vl MATLAB SYNTAX MATLAB OUTPUT » v1 - [ 35 -11 ]; >> dot (v1, v1) ans - 155 2. v=[1 8 9 -1 Q1 Let v → v2 MATLAB SYNTAX MATLAB OUTPUT » v2 - [ 18 9 -1 ®]; » dot (v2, v2) ans = 147 2 v= -5 3. Let v → v3 MATLAB SYNTAX MATLAB OUTPUT ans - >> v3 = [ 1; 2; -5; -3]; >> dot (v3, v3) 39

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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Question

Describe and differentiate the dot product of each vector.

1. v=[3 5 -111
Let v – vl
MATLAB SYNTAX
MATLAB OUTPUT
» v1 - [ 35 -11 ];
>> dot (v1, v1)
ans -
155
2. v=[1 8 9 -1 Q1
Let v → v2
MATLAB SYNTAX
MATLAB OUTPUT
>» v2 = [ 1 8 9 -1 e];
» dot (v2, v2)
ans =
147
2
v=
-5
3.
Let v → v3
MATLAB SYNTAX
MATLAB OUTPUT
ans =
>> v3 = [ 1; 2; -5; -3];
>> dot (v3, v3)
39
Transcribed Image Text:1. v=[3 5 -111 Let v – vl MATLAB SYNTAX MATLAB OUTPUT » v1 - [ 35 -11 ]; >> dot (v1, v1) ans - 155 2. v=[1 8 9 -1 Q1 Let v → v2 MATLAB SYNTAX MATLAB OUTPUT >» v2 = [ 1 8 9 -1 e]; » dot (v2, v2) ans = 147 2 v= -5 3. Let v → v3 MATLAB SYNTAX MATLAB OUTPUT ans = >> v3 = [ 1; 2; -5; -3]; >> dot (v3, v3) 39
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