## Thomas' Calculus 13th Edition

$\lt 2.205,1.432 \gt$
Consider two components of a vector $w$ as: $w=\lt w_x,w_y\gt$ we have $|w|= \dfrac{2.5}{\cos 18^{\circ}}$ Now, $w_x= (\dfrac{2.5}{\cos 18^{\circ}}) \cos (33 ^{\circ}) \approx 2.205$; $w_y= (\dfrac{2.5}{\cos 18^{\circ}})\sin (33 ^{\circ}) \approx 1.432$ Hence, $w=\lt w_x,w_y\gt \approx \lt 2.205,1.432 \gt$