A 7.0 kg steel ball of radius 4.0 cm rolls without slipping from rest down a hill of height 3.0 m. The ball continues to roll without slipping on a horizontal surface for a certain distance before striking a spring whose spring constant, k, is 72 N/m. The spring is originally unstretched. The steel ball compresses the spring until it comes to a momentary stop. The ball does not slip on the surface while it compresses the spring. The surface of contact between the ball and the spring is frictionless. Find the maximum compression of the spring in metres.
A 7.0 kg steel ball of radius 4.0 cm rolls without slipping from rest down a hill of height 3.0 m. The ball continues to roll without slipping on a horizontal surface for a certain distance before striking a spring whose spring constant, k, is 72 N/m. The spring is originally unstretched. The steel ball compresses the spring until it comes to a momentary stop. The ball does not slip on the surface while it compresses the spring. The surface of contact between the ball and the spring is frictionless. Find the maximum compression of the spring in metres.
College Physics
11th Edition
ISBN:9781305952300
Author:Raymond A. Serway, Chris Vuille
Publisher:Raymond A. Serway, Chris Vuille
Chapter1: Units, Trigonometry. And Vectors
Section: Chapter Questions
Problem 1CQ: Estimate the order of magnitude of the length, in meters, of each of the following; (a) a mouse, (b)...
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★★ A 7.0 kg steel ball of radius 4.0 cm rolls without slipping from rest down a hill of height 3.0 m. The ball continues to roll without slipping on a horizontal surface for a certain distance before striking a spring whose spring constant, k, is 72 N/m. The spring is originally unstretched. The steel ball compresses the spring until it comes to a momentary stop. The ball does not slip on the surface while it compresses the spring. The surface of contact between the ball and the spring is frictionless. Find the maximum compression of the spring in metres.
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