M, LL/2VoFigure 8 Question 11: A particle of mass m coming with velocity vo collides with a uniformrod of mass M and length L elastically on a horizontal table as shown in Figure 8.(The rod is not pivoted and it is free to rotate about its center of mass after the col-lision.). The moment of inertia of the rod about its center of mass is Iem = b ML2.If the particle stops after the collision, finda) the velocity of the center of mass of the rod, andb) the angular velocity of the rod.Question 12: A particle of mass m coming with velocity vo collides with a uniformrod of mass M and length L on a horizontal table as shown in Figure 8. The collisionis completely inelastic. The moment of inertia of the rod about the center of mass isIem = ML2. Find the angular velocity of the system after the collision (Hint: Afterthe collision, the system consisting in the rod and the particle rotates about the newcenter of mass).

a). solution: A rod of length L is shown in the figure below. This rod is pivoted at any point of…

Answered: Question 11: A particle of mass m…

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