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Find a vector a with representation given by the directed line segment $\vec{A B}$ . Draw $\vec{A B}$ and the equivalent representation starting at the origin.$$A(0,3,1), \quad B(2,3,-1)$$
$[2,0,-2]$see graph
Calculus 3
Chapter 8
Vectors and Matrix Models
Section 2
Vectors
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this question asked us to find director of representation and then to draw it. What we know is that we usually draw are vectors as equivalent to lower case A. In this context, we have three coordinate 30.31 for A and I'm for B 23 negative one. You have to minus zero comma three months, three common negative one minus one. This applies to two comma zero common negative to again. Usually we have two points. But in this context, because the vectors have three points than our coordinates have three points. So we have a like this down to be. This is our acts. This is our Z, and this is our why. So we can actually take out the normal the other parts of the normal coordinate point because we just need are vectors
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