4. A bowling ball with a mass of 5.80 kg and a radius of 11.5 cm is rolled down a ramp that is 4.80 m long. The ramp makes an angle of 30.0° with the floor and the bowling ball rolls without slipping. If the bowling ball started at rest, determine its angular speed and translational speed at the bottom of the ramp. Treat the. bowling ball as a sphere of uniform density (I = MR2) and use conservation of energy to solve the problem. m = 5.80 kg r =11.5 cm Ramp length 4.80 m 30º

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4. A bowling ball with a mass of 5.80 kg and a radius of 11.5 cm is rolled down a ramp
that is 4.80 m long. The ramp makes an angle of 30.0° with the floor and the bowling
ball rolls without slipping. If the bowling ball started at rest, determine its angular
speed and translational speed at the bottom of the ramp. Treat the. bowling ball as
a sphere of uniform density (I = MR2) and use conservation of energy to solve the
problem.
m = 5.80 kg
r =11.5 cm
Ramp length 4.80 m
30º
Transcribed Image Text:4. A bowling ball with a mass of 5.80 kg and a radius of 11.5 cm is rolled down a ramp that is 4.80 m long. The ramp makes an angle of 30.0° with the floor and the bowling ball rolls without slipping. If the bowling ball started at rest, determine its angular speed and translational speed at the bottom of the ramp. Treat the. bowling ball as a sphere of uniform density (I = MR2) and use conservation of energy to solve the problem. m = 5.80 kg r =11.5 cm Ramp length 4.80 m 30º
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