Reference no: EM131705325

In the game of skee-ball, a solid spherical ball is rolled up a ramp and flies through the air to land in a target. Let's approximate the skee-ball game as a ramp with the target located a distance d=55.4 cm from the top of the ramp, at the same height. A (skee)-ball is rolled without slipping up the ramp with some initial speed and then flies (projectile motion) to land in the target. The ramp is 3.04 m long and is inclined with an angle of θ=13.5° with respect to the horizontal. How fast should the ball be rolled to land in the target? Express your answer in m/s.