A rigid bar is moving along two perpendicular walls. The length of the bar is LAB=1.0m. At an instant, velocity at point A is VA=1.0 m/s downward. The angle between the bar and the vertical wall is θ=30°. (1) Determine the IC (instantaneous center of zero velocity) center________ A. Point B B. Point C C. Point G D. Point O

International Edition---engineering Mechanics: Statics, 4th Edition
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Author:Andrew Pytel And Jaan Kiusalaas
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Chapter9: Moments And Products Of Inertia Of Areas
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Problem 9.46P
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  1. A rigid bar is moving along two perpendicular walls. The length of the bar is LAB=1.0m. At an instant, velocity at point A is VA=1.0 m/s downward. The angle between the bar and the vertical wall is θ=30°.

    (1) Determine the IC (instantaneous center of zero velocity) center________




     

      A.

    Point B

      B.

    Point C

      C.

    Point G

      D.

    Point O

A rigid bar is moving along two perpendicular walls. The length of the bar is LAB=1.0m. At
an instant, velocity at point A is VA=1.0 m/s downward. The angle between the bar and the
vertical wall is 8-30°.
(1) Determine the IC (instantaneous center of zero velocity) center_
B.
VB
O A Point B
B. Point C
O C. Point G
O D. Point O
G
VA
Transcribed Image Text:A rigid bar is moving along two perpendicular walls. The length of the bar is LAB=1.0m. At an instant, velocity at point A is VA=1.0 m/s downward. The angle between the bar and the vertical wall is 8-30°. (1) Determine the IC (instantaneous center of zero velocity) center_ B. VB O A Point B B. Point C O C. Point G O D. Point O G VA
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