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A rigid system is made of three rods fastened together in the form of letter H (see figure). Two rods (A and B) are identicalConsider now that the three cylinders are identicals and the total moment of inertia of the rigid system is 0.5 Kgm2 If the r

A rigid system is made of three rods fastened together in the form of letter H (see figure). Two rods (A and B) are identical with length hA, radius rA and mass mA. The central rod (C) has length hc radius rc and mass mc The system is free to rotate in the horizontal xy plane around the vertical z axis passing through the centre of the system. Identify the moment of inertia of the rigid system 12 mc,
Consider now that the three cylinders are identicals and the total moment of inertia of the rigid system is 0.5 Kgm2 If the rigid system has an angular acceleration a-0.80 m/s2, calculate the applied torque M to achieve this angular acceleration
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Answer #1

3 12 2 12 Gu 12 2

NOTE: here in the question the unit of angular acceleration is wrong

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