Projectile Motion on an Incline#

A robot holds a bowling ball that is spun at a rate of \({{ params_omega }} \ \rm{rpm}\) CCW in a plane perpendicular to the ground. The robot arm is \({{params_L}} \ \rm{m}\) long. At \(t=0 \ \rm{s}\), the bowling ball is released such that the arm makes an angle \(\theta = {{params_theta}}^{\circ}\) with the positive x-axis.

content/public/005.Kinematics(2D and 3D)/Projectile Motion/Bowling Ball Launcher/BowlingBallLauncher.jpg

Part 1#

Determine the position of the bowling ball after \(t={{params_t}} \ \rm{s}\) Treat the ball as a particle and neglect any resistive forces.

Answer Section#

Please enter the poistion in \(\rm{m}\).

Part 2#

Answer Section#

Please enter the poistion in \(\rm{m}\).

Attribution#

Problem is licensed under the CC-BY-NC-SA 4.0 license.
The Creative Commons 4.0 license requiring attribution-BY, non-commercial-NC, and share-alike-SA license.