Question

1997MB. A solid cylinder with mass rdi Ran rotaticnal inseria aRols wihout sligpins mclined plane shown above. The cylinder starts fromrest at a beight H. The inclined pli with the horizontal Express all solations in terms ofMR θ, and g plane makes an angle e b. Ou te fional speed of the cylinder when it reaches the bottiom of the inclined plane. b. Ou the figure below, draw and label the forces arrow sbould begin at the point of application of each force. ting on the cylinder as it rolls down the inclined plane Your c.Show that the acceleratiou of the center of mass of the cylinder while it is rolling down d Defennine the mininam coeficient of friction between the cylinder e. The coefficient of fricton μǐs now made less than the value determined the inclined plane is 25)g sine. and the inclined plane dhat is required for in part d, so that the cylinder both the cylinder to roll without slipping rotates and slips. i Indicate whether the translational speed of the cylinder at the botom of the inclined plane is greater than than, or equal to the translational speed calculated in part a Justify your answer ii Indicate wbether the total kinetic energy of the cylinder at the bottiom of the inclined plane is greater than, less than, or equal to the total ksinetic eoergy for the previous case of rolling without slipping Justify your is greater than, less answer

Answer 1

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