Tutorials in Introductory Physics
Tutorials in Introductory Physics
1st Edition
ISBN: 9780130970695
Author: Peter S. Shaffer, Lillian C. McDermott
Publisher: Addison Wesley
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Chapter 12.1, Problem 2bT
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1. (10 p) A uniform thin rod of mass M and length L is rotating around an axis that is perpendicular to the rod and passes through the midpoint, as shown in the figure below, (a). The
moment of inertia about this axis is lo. When the axis of rotation is moved by a distance D, as shown in the figure below, (b), the moment of inertia is four times larger. Determine the
distance D. SHOW YOUR WORK. The value for lo is:
1금
==
12
ML2
Axis of Rotation (a)
Axis of Rotation (b)
L
12
27
2
L
D
12
L
12.5 ⚫. A uniform lead sphere and a uniform aluminum sphere have
the same mass. What is the ratio of the radius of the aluminum sphere to
the radius of the lead sphere?
Chapter 12 Solutions
Tutorials in Introductory Physics
Chapter 12.1, Problem 1aT Chapter 12.1, Problem 1cT Chapter 12.1, Problem 2aT Chapter 12.1, Problem 2bT Chapter 12.1, Problem 2cT Chapter 12.1, Problem 2dT Chapter 12.1, Problem 3aT Chapter 12.1, Problem 3bT Chapter 12.1, Problem 3cT Chapter 12.1, Problem 3dT
Chapter 12.1, Problem 3eT Chapter 12.1, Problem 4aT Chapter 12.1, Problem 4bT Chapter 12.1, Problem 4cT Chapter 12.2, Problem 1aT Chapter 12.2, Problem 1bT Chapter 12.2, Problem 1cT Chapter 12.2, Problem 1dT Chapter 12.2, Problem 2aT Chapter 12.2, Problem 2bT Chapter 12.2, Problem 3aT Chapter 12.2, Problem 4aT Chapter 12.2, Problem 4bT Chapter 12.2, Problem 4cT
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- 12.7 ⚫ Oceans on Mars. Scientists have found evidence that Mars may once have had an ocean 0.500 km deep. The acceleration due to gravity on Mars is 3.71 m/s2. (a) What would be the gauge pressure at the bottom of such an ocean, assuming it was freshwater? (b) To what depth would you need to go in the earth's ocean to experience the same gauge pressure?arrow_forward12.3 ⚫ You purchase a rectangular piece of metal that has dimensions 5.0 ×ばつ 15.0 x 30.0 mm and mass 0.0158 kg. The seller tells you that the metal is gold. To check this, you compute the average density of the piece. What value do you get? Were you cheated?arrow_forwardproblem 2.5 in Modern Physics, 2nd ed, by Taylor et allarrow_forward
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