A projectile is launched horizontally, to the left, at 50.0m/s off of a cliff that is 80.0 meters tall. Ignore air friction and take g = 10.0 m/s/s (instead of 9.8).
1. Where in the projectile’s motion does it have its minimum speed?
2. How far has the projectile gone horizontally when it hits the ground?
3. Draw a large diagram showing the velocity and acceleration vectors (with approximately correct directions) at the instant now before the projectile hits the ground.