a ring of mass m and radius r= 5.4 m rotating with an initial angular speed w, see figure. Initially, the two point masses, each of mass m/8, are at rest and located at O. These masses can move radially outward along two massless rods fixed on the ring as shown in the figure. At some instant, the angular speed of the system is 8w/9 and one of the masses is at a distance of 3r/5 from O. At this instant, what is the distance of the other mass from O (in m)? The moment of inertia of the ring is Ing = mr [10 minutes] 9. 3r Refore After
a ring of mass m and radius r= 5.4 m rotating with an initial angular speed w, see figure. Initially, the two point masses, each of mass m/8, are at rest and located at O. These masses can move radially outward along two massless rods fixed on the ring as shown in the figure. At some instant, the angular speed of the system is 8w/9 and one of the masses is at a distance of 3r/5 from O. At this instant, what is the distance of the other mass from O (in m)? The moment of inertia of the ring is Ing = mr [10 minutes] 9. 3r Refore After
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![Ping of mass m and radius r= 5.4 m rotating with an initial angular speed w, see figure.
Initially, the two point masses, each of mass m/8, are at rest and located at O. These masses can move radially
outward along two massless rods fixed on the ring as shown in the figure. At some instant, the angular speed of
the system is 8w/9 and one of the masses is at a distance of 3r/5 from O. At this instant, what is the distance of
the other mass from O (in m)? The moment of inertia of the ring is In =mr [10 minutes]
3r
After
Before](/v2/_next/image?url=https%3A%2F%2Fcontent.bartleby.com%2Fqna-images%2Fquestion%2Fbbb797d7-9a1b-4fe7-9c82-67a5142df02b%2F81d9c13f-7026-4f14-b8c6-25ba9db604f1%2F7ifur5d_processed.jpeg&w=3840&q=75)
Transcribed Image Text:Ping of mass m and radius r= 5.4 m rotating with an initial angular speed w, see figure.
Initially, the two point masses, each of mass m/8, are at rest and located at O. These masses can move radially
outward along two massless rods fixed on the ring as shown in the figure. At some instant, the angular speed of
the system is 8w/9 and one of the masses is at a distance of 3r/5 from O. At this instant, what is the distance of
the other mass from O (in m)? The moment of inertia of the ring is In =mr [10 minutes]
3r
After
Before
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