The diaeram below shows a solid cyinder or ma M spinning around an axle attache to one of its ends. The cylinder has a variable density p-h, and the values of its parameters are also shown below, M-3.56 kg H =1.23 m R = 0.44 m

Elements Of Electromagnetics
7th Edition
ISBN:9780190698614
Author:Sadiku, Matthew N. O.
Publisher:Sadiku, Matthew N. O.
ChapterMA: Math Assessment
Section: Chapter Questions
Problem 1.1MA
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The answers I am getting are below. I am not sure if they are correct. Please solve with all derivations and explanations. 

a) 9.441

b) 3.2312

c) 752.46

parameters are also shown below.
M=3.56 kg
H = 1.23 m
R = 0.44 m
R
Determine:
a) The constant k so that p = kh?.
b) The rotational inertia I of the cylinder, spinning as shown.
%3D
Now we apply a constant torque to the cylinder axle, t = 21.3 Nm, and the (effective)
force of friction is F, = 5.76 N, applied at a distance from the center a = 0.18 m, as shown
on diagram. The cylinder starts accelerating from rest.
%3D
c) Determine the angular velocity of the cylinder under these conditions, after 2
minutes (assuming it starts accelerating from rest).
Transcribed Image Text:parameters are also shown below. M=3.56 kg H = 1.23 m R = 0.44 m R Determine: a) The constant k so that p = kh?. b) The rotational inertia I of the cylinder, spinning as shown. %3D Now we apply a constant torque to the cylinder axle, t = 21.3 Nm, and the (effective) force of friction is F, = 5.76 N, applied at a distance from the center a = 0.18 m, as shown on diagram. The cylinder starts accelerating from rest. %3D c) Determine the angular velocity of the cylinder under these conditions, after 2 minutes (assuming it starts accelerating from rest).
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