Answer
$198,132$
Work Step by Step
The formulas for horizontal component $x$ and vertical component $y$ of a vector $\textbf{v}$ having magnitude $|\textbf{v}|$ and direction angle $\theta$ are:
$x=|\textbf{v}|\cos\theta$ and $y=|\textbf{v}|\sin\theta$
Substituting the values of $|\textbf{v}|=238$ and $\theta=146.3^{\circ}$ in the formulas above,
$x=238\cos146.3^{\circ}\approx-198$
$y=238\sin146.3^{\circ}\approx132$
Therefore, $|\textbf{v}|=\langle -198,132 \rangle$
Since the question requires magnitudes of horizontal and vertical components, the magnitude of horizontal component is $198$ and the magnitude of vertical component is $132$.
