FzzXWM3XVersion 3.0.3: 15Nov95IE80 MSWindows'WRLDLINK _[„V’š ’’’’’’’’’š§NT<?’€ö“J’’’’Home@š@ÓĄ’FHome@µjÖ ¼{ó¶@󻊥Śp’’’’RÜLINK V ?ü€?śÆ“’iP–R!?÷ŒĢT@x )€@€?ü€?’€?śÆ“’iP–R?’€?’€?śÆ“’iP–R’’’’massLINK U’’’’'poinLINK šÜ.”ž…ƒŒb A‹’’’’ˆSystem Center Of Mass’’’’'LINK —pun_Mkg?’€?’€un_Dm?’€?’€unRt”@å.ąÓ½Ć?łŽś5”éČ®un_CA?’€?’€un_KK?’€?’€unsmmole?’€?’€un_Lcd?’€?’€un_Ts?’€?’€unFFąN?’€?’€unENąJ?’€?’€unWWŠW?’€?’€unCHC?’€?’€unRsąą½?’€?’€unVlŠšV?’€?’€unHzš?’€?’€unRVń?’€?’€unSpš?’€?’€˜$ąm/s^2?’€?’€’’’’'LINK Ž’’’’'LINK   ’’’’'LINK ķ ’’’’'CSTRLINK @œč Ō•*™?Ż’ø@o†¤3yq› ?’€'%`- self.mass #* (9.80664999999999942)?’€?’€?’€§Œb A‹’’’’ˆ’’’’'LINK ī ’’’’'CSTRLINK  @ …ö ąq›>’’’’?’€'§Œb A‹’’’’ˆ’’’’'LINK ģ ’’’’'CSTRLINK @ @ q›p`angle(self.v#)?’€?’€ˆˆˆˆ?’€š?’€'§Œb A‹’’’’ˆ’’’’'LINK ļ ’’’’'CSTRLINK !t`?’€?’€ˆˆˆˆ`?’€?’€ˆˆˆˆ`?’€?’€ˆˆˆˆq›>’’’’?’€'§Œb A‹’’’’ˆ’’’’'LINK ‚LŌ··ŻkĀ¢?üĢĢĢĢĢĢĢĶ?ü…øQė…ø?ü…øQė…ø’’’’'LINK Œ±•6eTµ¶exMD±TEXTttxtƒDTAexDC”6eT98exVX½MoVV avi “.eT¶ÅexDXÆTEXTDCGT—DXF°’’’’'LINK ŗ¹’’’’'LINK ¢’’’’'LINK ¤’’’’&’LINK ® ’’’’&žLINK Æ’’’’&ņLINK Ź’’’’massLINK ±@ ?ż™™™™™™™š³?ż™™™™™™™š@ &ĄĄĄĄĄĄ°čĄŠ[³bÉźe@ßn]Gaš"r@Ą@Č.zįG®?ż™™š?ż™™š?ž€?ńŃ·„„ƒŒb A‹ˆ Rectangle’’’’massLINK ±?ü’’’’’’ż@@ˆ³@ˆ?ü’’’’’’ż@&ĄĄĄĄĄĄ°č@ē’’’’’’Öæ’Š4@‡’’’’’žŠ@ĢĄŖŖŖŖØx?ż™™š?ż™™š?ž€?ńŃ·„„ƒŒb A‹’’’’ˆ Rectangle’’’’poinLINK ŠÜ.æžß’’’’’’˜?ü€ ”ž…ƒŒb A‹’’’’ˆAnchor’’’’poinLINK ܀`(0.0)?’€?’€`{body[2].height}/2.0?’€?’€?’€”ž…ƒŒb A‹’’’’ˆ Base Point•’’’’CSTRLINK k<Ąś?ü…øQė…ø@Ąq›v?’€’’’’Ąś§Œb A‹’’’’ˆForce’’’’poinLINK ܀`(0.0)?’€?’€`{body[2].height}/2.0?’€?’€?’€”ž…ƒŒb A‹’’’’ˆPoint•’’’’poinLINK Ü.@Ņffffffg?ü€”ž…ƒŒb A‹’’’’ˆPoint’’’’CSTRLINK ˆ@Ė_>”=šq›`’’’’?’€’’’’@Ė_>”=š§Œb A‹’’’’ˆRope’’’’ LINK ],‰odŒ`vt?’€|F|@–Ō1Œ ?’€Ōąuæ<v’’’’€’’’’‰„b A‹ ˆTension of Rope 8@‚`time#?’€?’€?’€`- constraintforce(8).x#?’€?’€ą?’€ą•’’’’ LINK ],‰ƒdŒ`ęt?’€FxæüƒćöPŌ?’€ŌąFyæżæ¹į ®(?’€ŻkĀ¢ą|F|?żŹæRŲ“ ‚Ģ?’€··ąuæ<v’’’’€’’’’‰sb A‹ ˆTotal Force on Rectangle 2@N`time#?’€?’€?’€`Body[2].mass #* Body[2].a.x#?’€?’€ą?’€?’€ą`Body[2].mass #* Body[2].a.y#?’€?’€ą?’€?’€ą`Body[2].mass #*| Body[2].a#|?’€?’€ą?’€?’€ą•’’’’ LINK Y\ų’’’žZProblem #2-15: The guy wire below is attached to a 10m pole and anchored at the other end. The following will show the forces the system puts on the pole. It will also show the tension put on the rope. The pole has a horizontil force of 600N applied to it.‰ b A‹ ˆText’’’’ LINK ],‰ndŒ`tt?’€dx@Ė_>”>?’€Ōuæ<v’’’’€’’’’‰Ąƒb A‹ ˆLength of Rope 8@~`time#?’€?’€?’€`Constraint[8].dp.x#?’€?’€?’€•’’’’ LINK YBų’’’žZ”After simulation, calculations determine that the rope should be placed 14.52m away from the pole. This was found using the Pythagorean Theorem.‰ b A‹’’’’ˆText’’’’’’’’