FzzXWM3XVersion 3.0.3: 15Nov95IE80 MSWindows'WRLDLINK _[_ _T<?JHome@@FHome@@RLINK V ??ᰉ*!?ܜMG)@???ᰉ*???ᰉ*massLINK U'poinLINK .b ASystem Center Of Mass'LINK pun_Mkg??un_Dm??unRt@.?5Ȯun_CA??un_KK??unsmmole??un_Lcd??un_Ts??unFFN??unENJ??unWWW??unCHC??unRs??unVlV??unHz??unRV??unSp??/s@.?5Ȯm/s??kg-m^2??kg/m^2??'LINK 'LINK   'LINK  'CSTRLINK @ ԕ*?ݒ@o3yq?'%`- self.mass #* (9.80664999999999942)???b A'LINK  'CSTRLINK  @ q>?'b A'LINK  'CSTRLINK @@qp`angle(self.v#)????'b A'LINK  'CSTRLINK !t`??`??`??q>?'b A'LINK Lk??Q?Q'LINK 6eTexMDTEXTttxtDTAexDC6eT98exVXMoVV avi .eTexDXTEXTDCGTDXF'LINK 'LINK 'LINK &LINK  &LINK &LINK massLINK ?͓@@?͓&?333333T@ffffffa@zG{@Ԧ5????ѷb A RectanglemassLINK @?X?X@&@@QQ@E????ѷb A RectangleLINK Y<Z~yProb.#2-108 The three ropes shown below are holding the mass D in place. I will calculate the tension in all three ropes.nb ATextpoinLINK .@?zb AAnchor poinLINK .?@@b AAnchorLINK YZ 40 Degreesb ATextLINK Y"hZ Rope Ab ATextLINK YpZ Rope Bb ATextLINK YpZ Rope CGb ATextLINK YZ Mass D= 95kg.b A TextmassLINK ???^&?dfKW|(?ěS?jC????ѷb ACirclepoinLINK b`(0.0)??`(0.0)??b APointpoinLINK .b APointCSTRLINK @ٚ֕q`?@ٚ֕b ARope poinLINK .?nj?€b APoint poinLINK .ffffffw`b APoint CSTRLINK @WS<^q`? @WS<^b ARope LINK ],ud`vt?|F|@ %`[?u<v,Wb ATension of Rope 12@`time#???`- constraintforce(12).x#??? LINK ],od`vt?|F|@ xpm?u<v,b ATension of Rope 7@`time#???`- constraintforce(7).x#???massLINK ???^&?dfKmy@?333331M????ѷb ACirclepoinLINK b`(0.0)??`(0.0)??b APointpoinLINK b`(0.0)??`(0.0)??b APointCSTRLINK ?ffffff(q`??ffffff(b ARopeLINK ],ud`vt?|F|@nL ?u<v1Xb ATension of Rope 23@`time#???`- constraintforce(23).x#???LINK YBZvrProb#2-108 The three ropes below are supporting the 95kg. mass. I will calculate the tensions in all three ropes._!b AText