Answer
$B_x=-2.87m$
$B_y=2.01m$
Work Step by Step
We can find the x and y components of the given vector as follows:
(Let the vector be represented by the letter B)
$B_x=Bcos\theta$
$\implies B_x=(3.50m)cos(145^{\circ})=-2.87m$
Similarly $B_y=Bsin\theta$
$\implies B_y=(3.50m)sin(145^{\circ})=2.01m$