Answer
Please see image
Work Step by Step
If the initial point of a vector $< u_{1},u_{2} >$ is $(x_{0},y_{0}),$
then the terminal point is $(x_{0}+u_{1},y_{0}+u_{2})$
Here, given $< u_{1},u_{2} > = < 3,5 >$
For the initial point $(x_{0},y_{0})=(0,0)$, the terminal point is $(3,5)$
For the initial point $(x_{0},y_{0})=(2,3)$, the terminal point is $(2+3,3+5)=(5,8)$
For the initial point $(x_{0},y_{0})=(-3,5)$, the terminal point is $(-3+3,5+5)=(0,10)$
