The wheel shown below has a mass of 5 slugs and a radius of gyration for the z-axis through point Cof 0.7 ft. The sprin is massless and has a modulus of 20 lb/ ft and a natural (unstretched) length of 4 ft. Use the acceleration due to gravt g = 322 ft/sec. The wheel is released from rest, and it rolls without slipping on the plane. Find how far down the plan the mass center C will move. Cord wrapped ´around hub IT 1.3 ft 0.8 ft C 3 ft 0.5 ft

Elements Of Electromagnetics
7th Edition
ISBN:9780190698614
Author:Sadiku, Matthew N. O.
Publisher:Sadiku, Matthew N. O.
ChapterMA: Math Assessment
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27.0 feet
9.66 feet
4.81 feet
None of the above
Transcribed Image Text:27.0 feet 9.66 feet 4.81 feet None of the above
The wheel shown below has a mass of 5 slugs and a radius of gyration for the z-axis through point Cof 0.7 ft. The spring
is massless and has a modulus of 20 lb/ ft and a natural (unstretched) length of 4 ft. Use the acceleration due to gravity,
g = 322 ft/sec. The wheel is released from rest, and it rolls without slipping on the plane. Find how far down the plane
the mass center Cwill move.
Cord wrapped
´around hub
IT
1.3 ft
0.8 ftC
3 ft
3
4
0.5 ft
Transcribed Image Text:The wheel shown below has a mass of 5 slugs and a radius of gyration for the z-axis through point Cof 0.7 ft. The spring is massless and has a modulus of 20 lb/ ft and a natural (unstretched) length of 4 ft. Use the acceleration due to gravity, g = 322 ft/sec. The wheel is released from rest, and it rolls without slipping on the plane. Find how far down the plane the mass center Cwill move. Cord wrapped ´around hub IT 1.3 ft 0.8 ftC 3 ft 3 4 0.5 ft
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