A basketball with a mass of 5.0 kg and a radius of 10.0 cm is launched from the top of a ramp with an angle of 55 degrees and an initial speed of 10.5 m/s. When it reaches the bottom of the ramp it rolls up a frictionless, semicircular ramp What is the force of the ramp of the ball at point A, which is exactly halfway down the ramp?

What is the force of the ramp on the ball at point B, once the ball reaches the bottom of the ramp

Calculate the maximum height the ball reaches on the vertical ramp before falling back down. Show your work on a separate sheet of paper.

hmax= m

Calculate the maximum height the ball reaches on the vertical ramp before falling back down if the slanted ramp is frictionless

hmax = m