IV. A uniform solid ball with mass M and radius R rolls alone a horizontal surface with a constant speed v, (center of mass) before reaching a 30° ramp. The ball then rolls up to the ramp. Suppose the ball rolls smoothly without slipping. Find out the maximum distance on the ramp the ball can go (Hint: use principal of conservation of mechanical energy). The moment of inertia of a solid ball is 1₁ - MR¹ Q've 130°
IV. A uniform solid ball with mass M and radius R rolls alone a horizontal surface with a constant speed v, (center of mass) before reaching a 30° ramp. The ball then rolls up to the ramp. Suppose the ball rolls smoothly without slipping. Find out the maximum distance on the ramp the ball can go (Hint: use principal of conservation of mechanical energy). The moment of inertia of a solid ball is 1₁ - MR¹ Q've 130°
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![IV. A uniform solid ball with mass M and radius R rolls alone a horizontal surface with a constant speed
v. (center of mass) before reaching a 30° ramp. The ball then rolls up to the ramp. Suppose the ball
rolls smoothly without slipping. Find out the maximum distance on the ramp the ball can go (Hint:
use principal of conservation of mechanical energy), The moment of inertia of a solid ball
isl, = MR
30°](/v2/_next/image?url=https%3A%2F%2Fcontent.bartleby.com%2Fqna-images%2Fquestion%2Fda1bb534-4c29-4f5a-b750-1e08cb95b058%2F71f79b79-5eca-409c-b8fc-3d1a072072f7%2Fvehkzfr_processed.jpeg&w=3840&q=75)
Transcribed Image Text:IV. A uniform solid ball with mass M and radius R rolls alone a horizontal surface with a constant speed
v. (center of mass) before reaching a 30° ramp. The ball then rolls up to the ramp. Suppose the ball
rolls smoothly without slipping. Find out the maximum distance on the ramp the ball can go (Hint:
use principal of conservation of mechanical energy), The moment of inertia of a solid ball
isl, = MR
30°
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