skhadka
10
v = \langle 8,24 \rangle
On Y direction the displacement is given by
S = ut + \frac{1}{2} at^2
where u in y dir is 24 fps, a = -32.2f/s^2 (acceleration due to gravity)
When after a certain time t, the object completes its path and strikes the ground the displacement is 0
so
0=24*t-(32.2t^2)/2
t=1.49 s
So total time of flight is 1.49s
On X direction the displacement is given by
S = ut
where u in x dir is 8 fps, no other force is applying
and time of flight from Y dir is 1.49s
S = 8*1.49 feet
S = 11.93 feet
So the object land 11.93 feet away