Analyzing a Pivoted Light Rod with Concentrated Masses

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The discussion focuses on analyzing a light rod pivoted at its center with concentrated masses at each end, exploring concepts of angular acceleration, moment of inertia, torque, tension in the cord, and angular velocity. Participants are asked to determine the moment of inertia while neglecting the rod and spindle's mass, calculate the torque on the spindle, find the tension in the cord, and determine the angular velocity after five seconds. The request emphasizes the need for guidance on the relevant formulas and methods to approach the problem rather than seeking direct answers. Additionally, forum rules highlight the importance of listing equations and showing work for effective assistance. This discussion aims to clarify the steps necessary for solving the physics problem presented.
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Homework Statement




(b) Fig. Q.5 shows a light rod pivoted at its centre. There are concentrated masses of 0.6 kg located at each end, 0.3 m from the centre of rotation The rod is rotated by a falling mass suspended from a cord wrapped around the centre spindle of diameter 50 mm. If the rod and masses have an angular acceleration of 5 rad/s2,

Determine:

(i) The moment of inertia of the assembly, neglecting that of rod and spindle

(ii) The torque on the spindle (assuming friction torque is negligible)

(iii) The tension in the cord

(iv) The angular velocity 5 seconds after release of the mass

I attached the fig5

NB: i don't want the answers i just need, some one to explain me how to do it. and witch formula i need to use.
 

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The Futur: You deleted two important parts of the required template. The PF rules state, you must list relevant equations yourself, and you must show your work. Then someone might check your math.
 
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