/FINAL.pdf 3. A lead bullet of mass m = 10.0 g is travelling with a velocity of vo = 100 m/s when it strikes a wooden block. The block has a mass of M = 1.00 kg and is at rest on the table, as shown in the diagram below. The bullet embeds itself in the block and after the impact they slide together. All the kinetic energy that is lost in the collision is converted into heat. Assume that all this heat goes into heating up the bullet. (a) What is the speed of the wooden block after the collision? (b) How much heat is generated as a result of the collision? (c) By how many degrees does the temperature of the bullet rise after the collision? (The specific heat of the bullet is 128 J/(kg °C).) (d) Suppose that the table has a coefficient of %3D %3D kinetic friction of u=0.2. At what distance will the block stop? M Vo 0. m

Glencoe Physics: Principles and Problems, Student Edition
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Author:Paul W. Zitzewitz
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Chapter9: Momentum And Its Conservation
Section: Chapter Questions
Problem 70A
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3. A lead bullet of mass m = 10.0 g is travelling with a velocity of vo =
100 m/s when it strikes a wooden block. The block has a mass of M =
1.00 kg and is at rest on the table, as shown in the diagram below. The
bullet embeds itself in the block and after the impact they slide together.
%3D
All the kinetic energy that is lost in the collision is converted into heat.
Assume that all this heat goes into heating up the bullet. (a) What is the
speed of the wooden block after the collision? (b) How much heat is
generated as a result of the collision? (c) By how many degrees does the
temperature of the bullet rise after the collision? (The specific heat of the
bullet is 128 J/(kg °C).) (d) Suppose that the table has a coefficient of
kinetic friction of u=0.2. At what distance will the block stop?
M
Vo
m
Transcribed Image Text:nloads/FINAL.pdf 3. A lead bullet of mass m = 10.0 g is travelling with a velocity of vo = 100 m/s when it strikes a wooden block. The block has a mass of M = 1.00 kg and is at rest on the table, as shown in the diagram below. The bullet embeds itself in the block and after the impact they slide together. %3D All the kinetic energy that is lost in the collision is converted into heat. Assume that all this heat goes into heating up the bullet. (a) What is the speed of the wooden block after the collision? (b) How much heat is generated as a result of the collision? (c) By how many degrees does the temperature of the bullet rise after the collision? (The specific heat of the bullet is 128 J/(kg °C).) (d) Suppose that the table has a coefficient of kinetic friction of u=0.2. At what distance will the block stop? M Vo m
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