Given \(\displaystyle{A}{\left(-{1},{1}\right)}\), \(\displaystyle{B}{\left({3},{2}\right)}\)

Substract the corresponding components of A and B

\(\displaystyle{a}=\vec{{{A}{B}}}={ < }{3}-{\left(-{1}\right)},{2}-{1}\ge{ < }{4},{1}{>}\)

The equivalent representation is a vector from the point \(\displaystyle{\left({0},{0}\right)}\) to \(\displaystyle{\left({4},{1}\right)}\)

Substract the corresponding components of A and B

\(\displaystyle{a}=\vec{{{A}{B}}}={ < }{3}-{\left(-{1}\right)},{2}-{1}\ge{ < }{4},{1}{>}\)

The equivalent representation is a vector from the point \(\displaystyle{\left({0},{0}\right)}\) to \(\displaystyle{\left({4},{1}\right)}\)