A mass "M" hangs by a string from a disk with radius" R" which has a rotational inertia "I". You can use "T for the tension in the string and T (tau) for the torque. Type up here using the symbols "M", "R" "I", the equations for: 1.N's second law for rotational motion (rotating disk) 2. N's second law for linear motion (falling object). 3. the torque acting on the disk 4. relationship between linear and angular accelerations. ACME Palicy Co I kg

Glencoe Physics: Principles and Problems, Student Edition
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ISBN:9780078807213
Author:Paul W. Zitzewitz
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Chapter8: Rotational Motion
Section8.2: Rotational Dynamics
Problem 36SSC
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T3.28 Please help me answer this physics question.

A mass "M" hangs by a string from a disk with radius" R" which has a rotational inertia "I".
You can use "T' for the tension in the string and T (tau) for the torque.
Type up here using the symbols "M", "R" "I", the equations for:
1.N's second law for rotational motion (rotating disk)
2. N's second law for linear motion (falling object),
3. the torque acting on the disk
4. relationship between linear and angular accelerations.
ACME
Palley Co.
1 kg
Transcribed Image Text:A mass "M" hangs by a string from a disk with radius" R" which has a rotational inertia "I". You can use "T' for the tension in the string and T (tau) for the torque. Type up here using the symbols "M", "R" "I", the equations for: 1.N's second law for rotational motion (rotating disk) 2. N's second law for linear motion (falling object), 3. the torque acting on the disk 4. relationship between linear and angular accelerations. ACME Palley Co. 1 kg
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