Page 20 - SP015 Past Years PSPM Chapter 6 -14 Ver 2020
P. 20

PHYSICS PSPM SEM 1  1999 - 2017


                     PSPM 2007/2008  SF017/2  No. 11(a)

               25.  Given  that  s,  v,  a,  and  F  are  parameters  associated  with  linear  motion.  Copy  and
                     complete  TABLE  8.1  with  their  corresponding  parameters  in  rotational  motion  and
                     their relationships.
                                                         TABLE 8.1

                                     Linear          Rotational            Relationship


                                        s


                                        v

                                        a


                                        F


                                                                                                    [2 m]

                     PSPM 2008/2009  SF017/2  No. 3(b)

               26.                           y (m)

                                             4

                                             3    8.0 kg
                                             2

                                             1
                                                 5.0 kg  P       7.0 kg
                                                                            x (m)
                                                    1    2    3   4    5

                                                        FIGURE 8.10

                     A three-body system is arranged as shown in FIGURE 8.10. If the axis of rotation is
                     perpendicular to the plane of the paper through point P, calculate the moment of inertia
                     of the system.                                                                 [1 m]



                     PSPM JAN 1999/2000  SF025/2  No. 10(b)(ii)

                                                                   2
               27.  A  solid  cylinder  has  moment  of  inertia  MR   at  the  centre  of  mass  of  the  cylinder
                                                              1
                                                              2
                     which has mass M and radius R. If the cylinder rolls with linear velocity v and angular
                     velocity ω, show that the energy of the rolling cylinder is given by

                                                     2
                                            K =  Mv                                                 [3 m]
                                                 3
                                                 4
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