3. (a) Calculate be the speed of a ring of mass M and radius Ro when it reaches the bottom of an incline. The ring starts from rest from a vertical height H and rolls without slipping. Ignore losses due to dissipative forces. (b) Determine the acceleration of the ring. (e) Calculate the force of static friction. Include the F.B.D. (ICM = MR²). CM H 4. A uniform, rectangular, 600 N sign 0.8 m tall and 2.0 m wide is held in a vertical plane, perpendicular to a wall, by a horizontal pin through the top inside corner and by a guy wire that runs from the outer top corner of the sign to a point on the wall 1.5 m above the pin. Calculate the tension on the wire and the force exerted by the pin. 1.5 m Pin 0.8 m 2.0 m

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Chapter1: Units, Trigonometry. And Vectors
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3. (a) Calculate be the speed of a ring of mass M and radius Ro when it reaches the
bottom of an incline. The ring starts from rest from a vertical height H and rolls
without slipping. Ignore losses due to dissipative forces. (b) Determine the
acceleration of the ring. (e) Calculate the force of static friction. Include the F.B.D.
(ICM = MR²).
CM
H
4. A uniform, rectangular, 600 N sign 0.8 m tall and 2.0 m wide is held in a vertical
plane, perpendicular to a wall, by a horizontal pin through the top inside corner and
by a guy wire that runs from the outer top corner of the sign to a point on the wall
1.5 m above the pin. Calculate the tension on the wire and the force exerted by the
pin.
1.5 m
Pin
0.8 m
2.0 m
Transcribed Image Text:3. (a) Calculate be the speed of a ring of mass M and radius Ro when it reaches the bottom of an incline. The ring starts from rest from a vertical height H and rolls without slipping. Ignore losses due to dissipative forces. (b) Determine the acceleration of the ring. (e) Calculate the force of static friction. Include the F.B.D. (ICM = MR²). CM H 4. A uniform, rectangular, 600 N sign 0.8 m tall and 2.0 m wide is held in a vertical plane, perpendicular to a wall, by a horizontal pin through the top inside corner and by a guy wire that runs from the outer top corner of the sign to a point on the wall 1.5 m above the pin. Calculate the tension on the wire and the force exerted by the pin. 1.5 m Pin 0.8 m 2.0 m
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