A ball is launched from the top of a 60$60$ m high building with an initial speed 20$20$ m/$/$s at an angle 40 $40\backslash$deg above the horizontal ($($close to the surface of Earth).$).$ Air resistance is 

negligible during the motion of the ball. 

A)$)$ On the coordinate system shown with origin on the ground, draw the path of the ball, the initial velocity vector, and its vector components. 

B)$)$ What are the X,$,$ and yo coordinates of the launch point?

C)$)$ Find the x−$-$ and y−$-$components of the initial velocity vo.$.$

$$D)$)$ What are the x−$-$ and y−$-$components of the acceleration? Remember projectile motion is free fall with constant acceleration.

 E)$)$ How long does it take the ball to reach the ground? Use the equation of y($($t).$).$

F)$)$ Find the distance from the base of the building ($($range)$)$ where the ball lands. Use the Equation x($($t)$)$