Question

A(-1,3), B(2,5) Draw vectors AB and BA and give vectors in component form equivalent to each of these vectors.

Answer 1

\[\vec{\boldsymbol v} =(v_x,v_y)=v_x\,\hat{\mathbf x}+v_y\,\hat{\mathbf y}\]

Answer 2

Given these two points, there is only one vector from A to B. My take is that you are to provide the horiz. and vertical components of the vector from A to B.

Answer 3

Might be worthwhile to double check to ensure you have copied (typed in here) the problem and its instructions exactly as you found them.

Answer 4

I don't think the question was to find the vector from A to B

Answer 5

\[\left(\begin{matrix}-1 \\ 3\end{matrix}\right)\]
\[\left(\begin{matrix}2 \\ 5\end{matrix}\right)\]