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Homework 51. (III) A thin rod of mass M and length l rests on a friction- less table and is struck at a point l/4 from its CMHomework 34. (1) Calculate the angular momentum of a particle of mass m moving with constant velocity v for two cases (see FiHomework 41. (II) Figure 11–35 shows two masses connected by a cord passing over a pulley of radius Ro and moment of inertia

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ginal) Linal monentures of Center of man Py = Pf mv (MAM) Vom VMF) menyem By Angular momenten Contauation YM = m (ll4M (0) -

As der 8=900 m @ About o L= mxv) cm (dxv) = mdr Sin quo = mdy about o m(rv) Sino to so , L=0 distance blo vand

Augale nomentures of mans AB is Same as that of a Point mass. So v=W polley.Ro C = At Lat Pulley MV Rot M 3 V Rott - Marrot M

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