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Find vector c if c=a+b (view image)
A. 7,6
B. -7,2
C. 0,-5
D. -5, 0

Find vector c if c=a+b (view image) A. 7,6 B. -7,2 C. 0,-5 D. -5, 0-example-1

1 Answer

3 votes

Answer:


\vec c=<-7,2>

Option B

Explanation:

Sum of vectors in
\mathbb{R}^2

Given two vectors
\vec a=<x,y> and
\vec b=<w,z>. The sum of both vectors is:


\vec a+\vec b =<x+w,y+z>

The vectors in the figure are


\vec a=<-3,4>


\vec b=<-4,-2>

The sum is


\vec c=\vec a+\vec b =<-3-4,4-2>


\vec c=<-7,2>

Option B

User FarouK
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