Answer
$ \lt 2.205,1.432 \gt$
Work Step by Step
Let the components of the vector $v$ be given as $w=\lt w_x,w_y\gt$
Here, $|w|= \dfrac{2.5}{\cos 18^{\circ}}$
Now, $w_x= \dfrac{2.5}{\cos 18^{\circ}} \cos (33 ^{\circ}) \approx 2.205$
and
$w_y= \dfrac{2.5}{\cos 18^{\circ}}\sin (33 ^{\circ}) \approx 1.432$
Hence, $w \approx \lt 2.205,1.432 \gt$
