2009 Advanced Physics Rotational Name: Motion Test _ y 10,0) v ----------~.---, Questions 8-10 A cylinder m rotates with constant angular acceleration about a fixed axis. The cylinder's momcnt of inertia about the axis is 4 kg m'. At time 1 = 0 the cylinder is at rest. At time t = 2 seconds its angular velocity is 1 radian pcr scwnd. 8. What is the angular acccleration of the cylinder between t = 0 and t = 2 scconds'! (A) 0.5 radian/s' (B) 1 radian/s' (C) 2 radian/s' (D) 4 radian/5' 9. --o,+-------+---"-7. x. x 12. A particle of mass m moves with a constant speed v along the dashed line y = a. When the x-coordinate of the pal1icle is xu. the magnitude of the angular momentum of the particle with respect to the origin of the system is (A) zero (B) lIlm (C) lIlVX" (E) 5 radian/s' (E) Jxr/ What is the angular mon,cntum of the cylinder a1 time t = 2 seconds? (A) I kg m'/s (B) 2 kg m'/s (C) 3 kg m'/s (D) 4 kg m'/s 11/1'0 2 +0 (E) It cannot be determined without knowing the radius of the cylinder. 10. What is the kinetic energy of the cylinder at timc t = 2 seconds'! (A)IJ (B)2J (C)3J (D)4J (E) cannot be detennined without knowing the radius of the cylinder 11. A bowling ball of mass M and radius R. whose moment of inertia about its center is (2/5)MR'. rolls without slipping along a level surface at speed v. The maximum vertical height to which it can roll if it ascends an incline is (A) ..'::... 5g (D) 71" 109 (B) ,. J 5g (e) ~ 2g \'~ (E) _ g 3.6 ~ \0 \) ~~. I ID 1[ ~ 4JadW- v/'I~ 'f-/I1JDJW , . __ 0'-1. l'Vl2-a~_Ce 2 (,~~ -: D __ ).dn</~ 2- ,0")~,;LD-Y..S_t2:-ii-)_qf~J1~.-".I. :t'?m l&~_ t;.?- / (rYl3_-LLCr!,-",g'-L)--,=~,-2----"du-) _S-V_'-..-1V1,-S_I, Reed / N /JYt.'flfld st-~_CJ;U~ 0... Wor 4l~ ~ rMIll, . CJ{tcdtr tnltwU~~iiuf#d- _1~ti3'In 2) c..) = , - .. .:1----- N9 [m ~ -,11.•. -\o-"L)~mUj-fj -iiJ'--t = -~ \~_l1J{j'11' m.J!!!l~) -d/111--btl.t _' = h~i ) C( == /}11. 9 I" c2 z.. Iq8q Ci.\~v'~~Q1{} - d~) G.}_o.,.i d J_OL9s.&15_v 1~ rn ?J~L2mL2. b) _ 2ea) 1l1?' Lew 0.\ I 'I-I' 25-L WI" M2-c:J!---6- .' "'I tf/1, S'(Ylv~ _ _ G) E'!JM' d1ufS__ Q ~_ ;).g.r. 1 ;7 Ie 7- t- /..:l-- 1i LOt 2- ~2-- ~YYlfj - ~ 111ft-i.j~~t~-l'b£I~ . Ie=. Z.rrIB~h)it'Lt1Lj-1J G:.J-'j f}1( g i ,. ~~~,_'1.- _ ~------------- J~_-~-25-<-~JV-L)J1JL2.(Uj-!J1~d)21 r,,~_ . ~~i('~------------ _ 8SuJ1 ~_)_O'J_1o(Y\~LL1.-h~t=!i)LJtLgL c L3JLU2o =1.9q2-m4£4~)-3-rlL~.Q..---Ji)..l..~ e.-)-w __________ .5.t e-) _1 ~ )A.~ 9~~---dJ:)~3-ol'n-,.8-e-> ~L _ '3"3 r. ~3-\.A..Y-!------------- _ rno3 M3-Clii)3.lJlt'\-b-J~f_~S j _l _ ----'C,"'-,l.._tx: -.Lit, 111 - /I }& 5r 1Y\(1-1- n ;).qy r)q ,yen .. ii i \ t~, EJ-;-rs-0-LJ-31~YI. _.- /1. UI1-IIft'; 5 ;./1'02- . . . i2ot[ &rJ- A-vt<;,. J5B'1- iYl?, a)_lf~_rxd(~~ l f- I J.c:fh Ik1--:>--LW 1. ~~L4) ~.()SL1lL~)J1-~-ttls~d)&Q (j 01~v=- M1dw c,) 3_d) '73 d..,. (3 ~l- 55i"e 2a1~1b~Ja.\ z. 19) v:;J-9 L 51~ti c) L.J-1H/n{f r.t)~LO flliP.\. J~SlaJrl1J-C{--w 5YVl£j\-\ --::I- e-J .2CD;lfY12.-a"} - - . - - iYl h)i 5fu51Y14~L~-~,sltttL \rj_~ J... 7- 1- @h-dS~ieduL - YY\ll., :2 - (J=r~I:~_dlGn1JJ~OWl-b)l~ Ci'>1 T Jrejw'\ ,I 0 =f[ J~J-l' a -- M 1.- d - , d'r _'L- L-- -3 '{.3 rY)L1- ---3 b i~ L/L L./z.. _ .-- _ L.(~ ,1./•. Y'r\ --- 3L ')l! lfl 3 L? L _f- ro -i L'lf XV '6 -- - YH /.,1- 12....- Vj,1 _!VI - - L
© Copyright 2025 ExpyDoc