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3° with the horizontal. They are released and roll without slipping to the bottom. Without calculation, predict which would reach the bottom first. Explain how you reached your conclu- sion (what is the key difference between the basketball and baseball here?) What is the linear speed v of each of the balls when they reach the bottom?

3° with the horizontal. They are released and roll without slipping to the bottom. Without calculation, predict which would reach the bottom first. Explain how you reached your conclu- sion (what is the key difference between the basketball and baseball here?) What is the linear speed v of each of the balls when they reach the bottom?

College Physics
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 baseball and a basketball are placed initially at rest at the top of a 5 meter high ramp that makes an angle of 13° with the horizontal. They are released and roll without slipping to the bottom. 1. Without calculation, predict which would reach the bottom first. Explain how you reached sion (what is the key difference between the basketball and baseball here?) your conclu- 2. What is the linear speed v of each of the balls when they reach the bottom? 3. How long does it take each of the balls to reach the bottom? 4. What is the total kinetic energy of each of the balls at the bottom?
Transcribed Image Text:A baseball and a basketball are placed initially at rest at the top of a 5 meter high ramp that makes an angle of 13° with the horizontal. They are released and roll without slipping to the bottom. 1. Without calculation, predict which would reach the bottom first. Explain how you reached sion (what is the key difference between the basketball and baseball here?) your conclu- 2. What is the linear speed v of each of the balls when they reach the bottom? 3. How long does it take each of the balls to reach the bottom? 4. What is the total kinetic energy of each of the balls at the bottom?
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