Consider the flow field shown in the figure below. The uniform flow has a magnitude of $6f\frac{t}{s}.$ The source panel sits on the x axis and has constant strength along its length, where the total strength is $9f\frac{t^2}{s}$ and the length is $2$ ft $.$ A counter$-$clockwise vortex of strength $12f\frac{t^2}{s}$ is located at $(0,0)ft.$ Point P is located at $(0,2)ft.$ Determine the velocity $($in vector form$)$ at point $P.$