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If instead the collision is completely inelastic, calculate the max angle in degrees reached after collision

If instead the collision is completely inelastic, calculate the max angle in degrees reached after collision

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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If instead the collision is completely inelastic, calculate the max angle in degrees reached after collision 

**Pendulum System Analysis** In this scenario, we have two pendulums: - **Pendulum 1**: - Mass (\(m_1\)) = 1.78 kg - Released from rest at an angle (\(\theta\)) = 38.9 degrees - **Pendulum 2**: - Mass (\(m_2\)) = 4.44 kg Both pendulums have the same string length (\(L\)) of 0.767 meters. ### Description of Event - **Initial Condition**: Pendulum 1 starts from rest at an angle of 38.9 degrees. - **Collision**: At the lowest part of its swing, Pendulum 1 collides elastically with Pendulum 2. ### Diagram Explanation The accompanying diagram illustrates the following: - **Pendulum 1 (\(m_1\))** is shown at an initial angle (\(\theta\)) of 38.9 degrees, with an arrow indicating its direction of motion. - **Pendulum 2 (\(m_2\))** is positioned vertically, and will interact with Pendulum 1 during the elastic collision. This setup is commonly used to demonstrate the principles of conservation of energy and momentum in physics.
Transcribed Image Text:**Pendulum System Analysis** In this scenario, we have two pendulums: - **Pendulum 1**: - Mass (\(m_1\)) = 1.78 kg - Released from rest at an angle (\(\theta\)) = 38.9 degrees - **Pendulum 2**: - Mass (\(m_2\)) = 4.44 kg Both pendulums have the same string length (\(L\)) of 0.767 meters. ### Description of Event - **Initial Condition**: Pendulum 1 starts from rest at an angle of 38.9 degrees. - **Collision**: At the lowest part of its swing, Pendulum 1 collides elastically with Pendulum 2. ### Diagram Explanation The accompanying diagram illustrates the following: - **Pendulum 1 (\(m_1\))** is shown at an initial angle (\(\theta\)) of 38.9 degrees, with an arrow indicating its direction of motion. - **Pendulum 2 (\(m_2\))** is positioned vertically, and will interact with Pendulum 1 during the elastic collision. This setup is commonly used to demonstrate the principles of conservation of energy and momentum in physics.
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