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XX(#!   ,E1` hp x (#XE-  XX#$(yied~-Rp@ "0 d RE RRm #&(yied~hp@ "0<_ d<_E [ =#)-yied~ -Rp@ "0 d REp RR% #+-yied~ p@ "0<_ d<_E [ =#.2yied~x-Rp@ "0 d RE( RR #02yied~p@ "0<_ d<_E =[ =-  XX ,K.` hp x (#X(#Ka)3XGXXX_D XXX3XGd_Ԁ=12m[W]    h b)3XGXXX_D XXX3XGd_Ԁ=20km[S] p     c)3XGXXX_D XXX3XGd_Ԁ=8m[E]  n -  XX#48yied~xRp@ "0 d RE(%RR#68yied~Zp@ "0<_ d<_E==#9=yied~ R p@ "0 d REp%RR%#;=yied~ Z p@ "0<_ d<_E= #>Byied~R p@ "0 d RE%RRm #@Byied~hZ p@ "0<_ d<_E= -  XXd)3XGXXX_D XXX3XGd_Ԁ=10m[N]    h e)3XGXXX_D XXX3XGd_Ԁ=18km[W] p     f)3XGXXX_D XXX3XGd_Ԁ=5km[S]   -  XX#CGyied~NR p@ "0 d RE RR  #EGyied~np@ "0<_ d<_E^  M= -  XX""  ,H1` hp x (#X(#H  X,H+ ` hp x (#X(#H2  2  .3      Whatdoes3XGXXX_D XXX3XGd_Ԁequalforthefollowingvectors? (1I2Ceach) ݌ @ Ќ X$ X(#X(#$   ,H1` hp x (#X(#H-  XX#HLyied~xRp@ "0 d RE(@RR#JLyied~p@ "0<_ d<_E==#MQyied~ Rp@ "0 d REp@RR%#OQyied~ p@ "0<_ d<_E=#RVyied~Rp@ "0 d RE@RRm#TVyied~hp@ "0<_ d<_E=-  XX ,K.` hp x (#X(#Ka)3XGXXX_D XXX3XGd_Ԁ= `     h b)3XGXXX_D XXX3XGd_Ԁ=   p     c)3XGXXX_D XXX3XGd_Ԁ= l -  XX#Wcyied~qR(p@ "0 d R(E!s#R(R((##Ycyied~|(Rp@ "0 d (RE,[$(R(R$\cl\X@~! p @X@ Ev"v"\2cl\X@~!V^ p @X@ E##\vcl\X@~!b p @X@ ER%R%\ack[W@~V^~ p @X@ E#~~#~\bck[W@~V^~ p @X@ E#~~#~#dmyied~O R(p@ "0 d R(Es#R(R((##fmyied~Z (Rp@ "0 d (RE [$(R(R $\+ml\X@~!  p @X@ ET"T"\0ml\X@~!4 ^ p @X@ E##\ml\X@~!@   p @X@ E R% R%\kmk[W@~4^~! p @X@ E #~~ #~ \lmk[W@~4^~" p @X@ E #~~ #~!-  XXLet1cm=5km    h Let1cm=6m p     Let1cm=2km !& -  XX#nn^Z$~.Y#p@"0r d rE#"XP"#pn^Z$~(Yb$p@"0 d bE#bb"X##r{yied~ZR(%p@ "0 d R(Es$R(R((#$#t{yied~C(R&p@ "0 d (RE~$(R(R3$%\({l&\X@~!}' p @X@ E+#+#&\ {l'\X@~!( p @X@ EX$X$'\"{l(\X@~!9) p @X@ Ed%d%(\y{k[W@~~* p @X@ EX$~~X$~)\z{k[W@~~+ p @X@ EX$~~X$~*-  XX-  XX#|n^Z$~  ,p@"0 d E$  Q$ +-  XX-  XX5s 5  Unit3Lesson3!Page18#  s:-## Y-# p,%$ x- -&%   #~yied~xR-p@ "0 d RE(pRR%,#yied~.p@ "0<_ d<_E ==-#yied~ R/p@ "0 d REppRR%%.#yied~ 0p@ "0<_ d<_E =/#yied~R1p@ "0 d REpRRm%0#yied~h2p@ "0<_ d<_E =1-  XXd)3XGXXX_D XXX3XGd_Ԁ= `     h e)3XGXXX_D XXX3XGd_Ԁ=   p     f)3XGXXX_D XXX3XGd_Ԁ=  Let1cm=9km    h Let1cm=7m p     Let1cm=3km  B -  XX#yied~R(3p@ "0 d R(E R(R(l\ 2#yied~(R4p@ "0 d (RE (R(RwE 3\$l4\X@~!\5 p @X@ E    4\'l5\X@~!`6 p @X@ E* * 5\l6\X@~!7 p @X@ E  6\k[W@~`~8 p @X@ E* ~~* ~7\k[W@~`~9 p @X@ E* ~~* ~8#yied~O R(:p@ "0 d R(E R(R(\ 9#yied~Z (R;p@ "0 d (RE  (R(R E :\l;\X@~! < p @X@ ET T ;\%l<\X@~!4 `= p @X@ E* * <\)l=\X@~!@ > p @X@ E  =\k[W@~4`~? p @X@ E * ~~ * ~>\k[W@~4`~@ p @X@ E * ~~ * ~?#yied~R(Ap@ "0 d R(Es R(R((\ @#yied~(RBp@ "0 d (RE~ (R(R3E A\lB\X@~!C p @X@ E  B\lC\X@~!`D p @X@ EX* X* C\lD\X@~!E p @X@ Ed d D\k[W@~`~F p @X@ EX* ~~X* ~E\k[W@~`~G p @X@ EX* ~~X* ~F-  XX-  XX#n^Z$~(tHp@"0, d ,tE tt XG-  XX-  XX#n^Z$~:6Ip@"0 d 6E 66  H#n^Z$~ _Jp@"0 d EDU  |XI-  XX""  ,H1` hp x (#X(#H  X,H+ ` hp x (#X(#HE2  3  .3      Usethefollowingdiagramtohelpyouanswerthequestionsbelow.EF݌   Ќ X$ X(#X(#$   -  XX#yied~  RKp@ "0` d` RE R RiX> J#yied~tLp@ "0x dxE$  XnVK#yied~t RMp@ "0 d RE$  R R ^ L#yied~dNp@ "0x dxEXnVM#yied~t8 Op@ "0 x d x8 E$ 8 8  X VN#yied~ 8 Pp@ "0x d x8 E8 8 iX VO\k[W@~l@Q p @X@ E @ @P\k[W@~yX@R p @X@ EX@XX@Q\k[W@~  @S p @X@ E\@ @ \@ @R\k[W@~PX@T p @X@ EX@XX@S\k[W@~bX@U p @X@ EDX@XDX@T\k[W@~ *@V p @X@ EhL@hL@U#vfbd~ UWp@ 0 ddddEw=,66V#vfbd~ UXp@ 0 ddddEw=,66W#vfbd~@Yp@ 0 ddddE  66X#vfbd~@Zp@ 0 ddddE  66Y#vfbd~[p@ 0 ddddEs(66Z#vfbd~\p@ 0 ddddEs(66[#vfbd~:U]p@ 0 ddddEw,66\#vfbd~:U^p@ 0 ddddEw,66]\k[W@~@_ p @X@ E 7@ 7@^\k[W@~@` p @X@ Ed@@d@@_\k[W@~$@a p @X@ E7@7@`\k[W@~@b p @X@ E @@ @@a\k[W@~@c p @X@ E @@ @@b-  XX-  XX#yied~R(dp@ "0 d R(ER(R(Bc#yied~(Rep@ "0 d (RE(R(RMsd\le\X@~!2f p @X@ Ee\lf\X@~!!g p @X@ Er Yr Yf\lg\X@~!}h p @X@ E~~g\k[W@~!~i p @X@ ErY~~rY~h\k[W@~!~j p @X@ ErY~~rY~i-  XXa)IfItravelfrompointAtopointB, (2I3C) v  XE.` hp x (#X(#E-  XX #yied~Rkp@ "0 d RELRRj#yied~lp@ "0<_ d<_EaN=k-  XX_i_)Whatismychangeindistance?  3XGXXX_D XXX3XGd_Ԁ=  ii)Whatismychangeindisplacement?   p 3XGXXX_D XXX3XGd_Ԁ=   XH.` hp x (#X(#Hb)IfItravelfrompointDtopointCandthentopointB, (2I3C)  V  XE.` hp x (#X(#E-  XX#yied~Rmp@ "0 d REL- RRl#yied~pnp@ "0<_ d<_Ea=m-  XX_i_)Whatismychangeindistance?  3XGXXX_D XXX3XGd_Ԁ= l ii)Whatismychangeindisplacement?   p 3XGXXX_D XXX3XGd_Ԁ=    XH.` hp x (#X(#Hc)IfItravelfrompointBtopointCtopointDandthentopointA, (2I3C)  #R  XE.` hp x (#X(#E-  XX#yied~+Rop@ "0 d REL&RR%n#yied~pp@ "0<_ d<_E%ai%=o-  XX_i_)Whatismychangeindistance?  3XGXXX_D XXX3XGd_Ԁ= $h ii)Whatismychangeindisplacement?   p 3XGXXX_D XXX3XGd_Ԁ= %~  XH.` hp x (#X(#HXz XXXs  XXz  Unit3Lesson3!Page19#  syi##XX i# -'$ i  X d)IfItravelfrompointCtopointBtopointAtopointDandthentopointB,   (2I3C)  , E.` hp x (#X(#E-  XX #yied~Rqp@ "0 d REL RRh p#yied~rp@ "0<_ d<_Eb a =q-  XXi)Whatismychangeindistance?  3XGXXXD XXX3XGd=  B ii)Whatismychangeindisplacement?   p 3XGXXXD XXX3XGd=  X  XH.` hp x (#X(#H*` X(#X(#*0   4.& %XXCEUS.,Ifastudentwalks8.33km[S]andthen2.56km[N]in6.3h,whatisthestudents   averagevelocity?Usethemathmethodtofindtheresultantdisplacement( 7Iand   6C ) (#(#  XH+4 44 <DL!` X(#HGiven: `     h Statement:     `     h Changethegiven:    -  #XX %&n#XX#yied~R1p@ "0 d RE:RRr#yied~2p@ "0;_ d;_EOc=s-  #XXq#& %XX `     h Formula:  Calculationof3&<% %&D #& %%3&<8s#dR:  -  #XX %&r#XX#  yied~R3p@ "0 d RERR[t#  yied~V4p@ "0;_ d;_E |=u-  #XXs#& %XXFindvav  Formula: Calculations: h      p ConcludingSentence:   XE+ 4 <DL!444X!E#XX %&yu#US.,CE.,n ,5.& %XXCEUS.,Ittakes5.4sforacartoincreaseitsvelocityfrom17.3m/s[E]to28.4m/s[E].  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