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Use the perpendicular-axis theorem in (a) to verify the entry in Table 10.2 for a flat

Essential University Physics: Volume 1 | 2nd Edition | ISBN: 9780321706690 | Authors: Richard Wolfson ISBN: 9780321706690 402

Solution for problem 72 Chapter 10

Essential University Physics: Volume 1 | 2nd Edition

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Essential University Physics: Volume 1 | 2nd Edition | ISBN: 9780321706690 | Authors: Richard Wolfson

Essential University Physics: Volume 1 | 2nd Edition

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Problem 72

Use the perpendicular-axis theorem in (a) to verify the entry in Table 10.2 for a flat rectangular plate about a perpendicular axis and (b) to find the rotational inertia of a uniform thin disk of radius R and mass M about an axis along a diameter.

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Chapter 9 – Linear Momentum and Collisions 9.1 – Linear Momentum linear momentum: p=m⃗ v The time rate of change of the linear momentum of a particle is equal to dp the net force acting on the particle, or ∑ F= dt 9.2 – Analysis Model: Isolated System (Momentum) ptotonstant∆ p =tot =pi f When two or more particles in an...

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Chapter 10, Problem 72 is Solved
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Textbook: Essential University Physics: Volume 1
Edition: 2
Author: Richard Wolfson
ISBN: 9780321706690

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Use the perpendicular-axis theorem in (a) to verify the entry in Table 10.2 for a flat

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