Use m, for the mass of the ball, m2 for the mass of the pendulum, vị for the velocity of the ball and v2 for the velocity of the ball and pendulum together. a. For the drawings above, assuming a completely inelastic and instantaneous collision, derive an equation for the momentum of the system, at the instant just before the collision. A completely inelastic collision often refers to a collision where the two objects stick together. b. Derive an equation for the final velocity of ball and bob immediately after collision. Show how you arrived at this. c. Derive an equation for the total mechanical energy of the ball and bob combination immediately after collision

College Physics
11th Edition
ISBN:9781305952300
Author:Raymond A. Serway, Chris Vuille
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Chapter1: Units, Trigonometry. And Vectors
Section: Chapter Questions
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projectile-energy-collisio...
Last revised 7/17/2015
Projectiles and Pendulums – 8.1
Pre-laboratory Work:
Part P-1:
Let's consider the ballistic pendulum apparatus as pictured on previous page. A spring gun
projects the ball horizontally, into a hollow bob that catches the ball. Below is a drawing of
the three stages of this action.
At Collision
(inelastic)
Before Collison
After Collision
1. In an inelastic collision, what is conserved and what is not conserved? Explain.
2. Use mj for the mass of the ball, m2 for the mass of the pendulum, vị for the velocity of the
ball and v2 for the velocity of the ball and pendulum together.
a. For the drawings above, assuming a completely
inelastic and instantaneous collision, derive an
equation for the momentum of the system, at the
instant just before the collision.
A completely inelastic collision
often refers to a collision where
the two objects stick together.
b. Derive an equation for the final velocity of ball and bob immediately after collision.
Show how you arrived at this.
c. Derive an equation for the total mechanical energy of the ball and bob combination
immediately after collision
Last revised 7/17/2015
Projectiles and Pendulums – 8.2
Projectiles and Energy
Name:
Lab Partner:
Date:
Lab day & time:
Apparatus:
Ballistic Pendulum apparatus. Ruler, meter stick and two meter stick. Catch boards.
Transcribed Image Text:projectile-energy-collisio... Last revised 7/17/2015 Projectiles and Pendulums – 8.1 Pre-laboratory Work: Part P-1: Let's consider the ballistic pendulum apparatus as pictured on previous page. A spring gun projects the ball horizontally, into a hollow bob that catches the ball. Below is a drawing of the three stages of this action. At Collision (inelastic) Before Collison After Collision 1. In an inelastic collision, what is conserved and what is not conserved? Explain. 2. Use mj for the mass of the ball, m2 for the mass of the pendulum, vị for the velocity of the ball and v2 for the velocity of the ball and pendulum together. a. For the drawings above, assuming a completely inelastic and instantaneous collision, derive an equation for the momentum of the system, at the instant just before the collision. A completely inelastic collision often refers to a collision where the two objects stick together. b. Derive an equation for the final velocity of ball and bob immediately after collision. Show how you arrived at this. c. Derive an equation for the total mechanical energy of the ball and bob combination immediately after collision Last revised 7/17/2015 Projectiles and Pendulums – 8.2 Projectiles and Energy Name: Lab Partner: Date: Lab day & time: Apparatus: Ballistic Pendulum apparatus. Ruler, meter stick and two meter stick. Catch boards.
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