Question

Find Vy and Vx when the resultant vector is 145m/s and the angle is 55.

Answer 1

In order to find the horizontal and vertical components of the given vector, we can use the formulas below:

`\begin{gathered} V_x=V\cdot\cos\theta\\ \\ V_y=V\cdot\sin\theta \end{gathered}`

So, if the magnitude of the resultant vector is 145 m/s and the angle is 55°, we have:

`\begin{gathered} V_x=145\cdot\cos55°\\ \\ V_x=83.17\text{ m/s}\\ \\ \\ \\ V_y=145\cdot\sin55°\\ \\ V_y=118.78\text{ m/s} \end{gathered}`