00020002010015Polynomial Func-2.ACT000402000dAsymptote.EAC010000002a9e  Asymptote.EACPolynomial Func-2.ACT*- :> $kE ('#[) k7[ End Behavior of  s2: Df(x)=Rxe2m+31 G+1+2eI1 x 2+1x$ = 1\0 CalculatorˈBOXRa ak3R1]-^S Graph2D, 3@ LISTSYSL4NModify; ($< STATCALC U(< \< Sequence<,xSheet4|olveEqLwr0 (Up< tupFLG1H<(<Lis{pdDPic ViewWind؆,@x ( <P$dx <  HT`lx !"̒#ؒ$%&'@(T)h*|,+8D-P  .\0h1t2345EFHȒIԒJKLM,N@OT^k(Q|R@STX ]d ^h_l`patbx|͒2ΒВ! systemlist]=~[PŽ @P @@xPP @@xPŽ @@xPŠ  aF seq_histb NewFolde]3 system]l0^]= (10qy`H#YuYU 0 H$H5a  `$ Oq\;Grapḧ$S Graph2D@ 3T LISTSYS`4NModify; ($< STATCALC U(< \< Sequence<,xSheetH|ĒolveEqLwr (UpP tupFLG1\<(<Lis{dDPicȐ ViewWind,yJ$,8x h  tȒԒ !"#$%,(&@4'T@2kL)|X*d+p,|  -.0123Ē4В5ܒEFHI JK$L,M@<NTOhTP|`QlRxS T]- ^_`ab͒̒ΒؒВ! systemlist]=~oPŽ Pˆ 8p0pP† @@xP @@xP  aW seq_histb NewFolden system]l0^]= [8f(x)=xP3X+32t-1G  =x+,x7 2z = 0\ Calculatorߊ xR  collect(x3#+3,2@ -1)RD\:-1g+?+ `!e-^0[-\g~S Graph2D, 3@ LISTSYSL4NModify; ($< STATCALC U(< \< Sequence<,xSheet4|olveEqLwr0 (Up< tupFLG1H<(<Lis{pdDPic ViewWind؆,@x ( <P$dx <  HT`lx !"̒#ؒ$%&'@(T)h*|,+8D-P  .\0h1t2345EFHȒIԒJKLM,N@OT^k(Q|R@STX ]d ^h_l`patbx|͒2ΒВ! systemlist]=~[PŽ @P @@xPP @@xPŽ @@xPŠ  aF seq_histb NewFolde]3 system]l0^]= (10qy`H#YuYU 0 H$H5a  `$ Oq\;Grapḧ$S Graph2D@ 3T LISTSYS`4NModify; ($< STATCALC U(< \< Sequence<,xSheetH|ĒolveEqLwr (UpP tupFLG1\<(<Lis{dDPicȐ ViewWind,yJ$,8x h  tȒԒ !"#$%,(&@4'T@2kL)|X*d+p,|  -.0123Ē4В5ܒEFHI JK$L,M@<NTOhTP|`QlRxS T]- ^_`ab͒̒ΒؒВ! systemlist]=~oPŽ Pˆ 8p0pP† @@xP @@xP  aW seq_histb NewFolden system]l0^]= f(x)=x2+3-2 G x3+3x-2+\E CalculatorˈW[aeRmC2 rFacI($ -2)RIH+ϒoז֠%ފ'S Graph2D, 3@ LISTSYSL4NModify; ($< STATCALC U(< \< Sequence<,xSheet4|olveEqLwr0 (Up< tupFLG1H<(<Lis{pdDPic ViewWind؆,@x ( <P$dx <  HT`lx !"̒#ؒ$%&'@(T)h*|,+8D-P  .\0h1t2345EFHȒIԒJKLM,N@OT^k(Q|R@STX ]d ^h_l`patbx|͒2ΒВ! systemlist]=~[PŽ @P @@xPP @@xPŽ @@xPŠ  aF seq_histb NewFolde]3 system]l0^]= (10qy`H#YuYU 0 H$H5a  `$ Oq\;Grapḧ$S Graph2D@ 3T LISTSYS`4NModify; ($< STATCALC U(< \< Sequence<,xSheetH|ĒolveEqLwr (UpP tupFLG1\<(<Lis{dDPicȐ ViewWind,yJ$,8x h  tȒԒ !"#$%,(&@4'T@2kL)|X*d+p,|  -.0123Ē4В5ܒEFHI JK$L,M@<NTOhTP|`QlRxS T]- ^_`ab͒̒ΒؒВ! systemlist]=~oPŽ Pˆ 8p0pP† @@xP @@xP  aW seq_histb NewFolden system]l0^]= x= 2  and x=- are 8the asymptotes.[OZXIn this case, y=1 also zB as ewofa behavior.eAct020012Complex Number.EAC01000000156a Complex Number.EACPolynomial Func-2.ACT/2 ?C $kE ('[)pV Calculation (2+3)(3-[1 =6-2+9-G2P +3 =9+7taWhen z=g,[bzUt=n =-5+12^\ orˈ9LlR (2+3)(3-R9+7,--<20 -5+122^hN(FinaForm$NGraph2D& 3 LISTSYS@4< Modify 0P<STATCALC Td< \\x Sequence,xSheetO|`o lveEq~`wr(UptupFLG1(<Lis{ DPicdViewWin_osvev4xȐԐP   ^ !<Pd(u42@rLrXrd p!| " # $, %@ &T 'hĒІ)܆ 0*荸+  ,-( .< 0P$ 1d%%2x<3H 4T 5` El F xZI J K L M N̆ O|؆ P Q0Rц SO][ A ^_(,a0b4u8D ͆PΆ\hhׇt؆نچۆKh FinancialForman   E system]list^]=_`a " b~PŽ @@ŒP@x:XXָ a seq_hb NewFolde 3 Ԓ0 HVN(FinaForm$NGraph2D& 3 LISTSYS@4< Modify 0P<STATCALC Td< \\x Sequence,xSheetO|`o lveEq~`wr(UptupFLG1(<Lis{ DPicdViewWin_osvev4xȐԐP   ^ !<Pd(u42@rLrXrd p!| " # $, %@ &T 'hĒІ)܆ 0*荸+  ,-( .< 0P$ 1d%%2x<3H 4T 5` El F xZI J K L M N̆ O|؆ P Q0Rц SO][ A ^_(,a0b4u8D ͆PΆ\hhׇt؆نچۆKh FinancialForman   E system]list^]=_`a " b~PŽ @@ŒP@x:XXָ a seq_hb NewFolde 3 Ԓ0 H[ f(x)=x)21+1[# =Jx+-\lGrapḧyS Graph2D@ 3T LISTSYS`4NModify; ($< STATCALC U(< \< Sequence<,xSheetH|ĒolveEqLwr (UpP tupFLG1\<(<Lis{dDPicȐ ViewWind,yJ ,8x \  htȒԒ !"#$%,&@('T4k@)|L*X+d,p  -|.01234Ē5ВEܒFHIJ KL,$M@NT<OhP|TQ`RlSx T]- ^_`abZ͒Β̒Вؐ! systemlist]=~oPŽ Pˆ 8p0pP† @@xP @@xP  aW seq_histb NewFolden system]l0^]= E Solve x*22+x+1=0@H= S-b`bZ-4ac2@1@1 -4112 F -3D-132\ Calculatorˈ,06:RB9-1+E1`2 -4112R?-=1-v-vv+v4N(FinaForm$NGraph2D& 3 LISTSYS@4< Modify 0P<STATCALC Td< \\x Sequence,xSheetO|`o lveEq~`wr(UptupFLG1(<Lis{ DPicdViewWin_osvev4xȐԐP   ^ !<Pd(u42@rLrXrd p!| " # $, %@ &T 'hĒІ)܆ 0*荸+  ,-( .< 0P$ 1d%%2x<3H 4T 5` El F xZI J K L M N̆ O|؆ P Q0Rц SO][ A ^_(,a0b4u8D ͆PΆ\hhׇt؆نچۆKh FinancialForman   E system]list^]=_`a " b~PŽ @@ŒP@x:XXָ a seq_hb NewFolde 3 Ԓ0 H[ Solve x*22+x+1=0@ߐH= S-b`bZ-4ac2@1@1 -4112 F -3Dp+3 2\ Calculatorˈ$06:RB9-1+E1O -4112R?-=1-v-v1+v,N(FinaForm$NGraph2D& 3 LISTSYS@4< Modify 0P<STATCALC Td< \\x Sequence,xSheetO|`o lveEq~`wr(UptupFLG1(<Lis{ DPicdViewWin_osvev4xȐԐP   ^ !<Pd(u42@rLrXrd p!| " # $, %@ &T 'hĒІ)܆ 0*荸+  ,-( .< 0P$ 1d%%2x<3H 4T 5` El F xZI J K L M N̆ O|؆ P Q0Rц SO][ A ^_(,a0b4u8D ͆PΆ\hhׇt؆نچۆKh FinancialForman   E system]list^]=_`a " b~PŽ @@ŒP@x:XXָ a seq_hb NewFolde 3 Ԓ0 Hp|_}W8.p|u _]W8;W?|}`N{gy晿mx=o;eyjadHշlZ'YT4$?*־Nɲju{ޭTRuvL`$^Ɯuˇ dz;0.WǒǨֱ>bC^{OXcûVۤĪX{N~EZXGVa-Q|w|Io;ˎ(k_|x+t-:1}nKs_cQ[ctJұE:VcuIǮұ6ZǺtlu5:6c؈]cXtz;cKuyANXұueI^ױu,c:vVnѱtV/vEXǖXRR:Vc5:ұtlXX&kб>kԱa[c{uU&tlԱ6;cku츎ݩc/]:ث:Nz{G6:tnF[c:Vc]:֨cX#6X=cm:֭c:ֱۢc]:6ccyZzt:6cԱQ{EDz:M:vDбc:鿧؋^,6lpkZ1QZZ1LKv,9iN!o ŒQ╹Covbz!'绝O;1=ʼn)]^yW^_ yJTy_nI ƍnxqo>~-.H $]ʜD/T)VR|]g2'GayW^J#^о ÷ "/BCiW̴o}Ma{7]$I/oƼySU}1טG-S6KC 13s:rho{^ޯ;Vط끿Q9;N<2߾w ߍSv =3*=՝QςVcϮ#*vՆZ7:"zܽSfc˪][;jTu;{w9_2ώNL=wlciѵQsbVu< 9H[ݾFŦ:Ҧs>`mvF%Ħ8 v?+|%RmOݒߴ',MRT1_~[R΃|pknk{ Zdo|Y߭0P7c]۶wTt& 'Q"oH_IU{׷?<8:|lO~q*穐;"zĺ[z#T&>(u[}G"M^̫פT-ߘw]=Sw>P_Nޚ/ 'Q_uLq]24$$h6Yִd8%"#~ڬ6E},K2lu69TR^*X&3)?̸d_S +V=,qS2'X*A5)g~aE\uP6iJ.е'SLg[VL2&:f*R*D]cyTb 7bc˪MXxD.w'dp%+JNeSnT/̔eնNɂWJzY"IKZ,)/*Ig%]-IKdL\#;˖keJNvOM%׎_!soYX;k;dɐ$UxL82qd+7OvY eQ+~T&nY2lɓaq&Td_ʔɹժe^t3j%#Ns=V"$ r>L4$r9|fkO$rjJZ92qPG&J ٯ~+VB!:9DV& %ebPLt %rB2QN(Lt>qRejW2ť#xHtJz;Sck=[{Ynq?܄?a>-'Ja%ՇK9dT59dȹ%dEfrl\7'S,*SKLv۷d&->xhxr`*olO~-I.Ih~Zys>4>lבa;11kӿLȊ3?gg},*[{\3Lm6eSozyde%N4?8Q9s#N;a)f"ʄͰh&fƞd*e$V)VRs٘Y/\(is2*EfJe37%_T[<0zxfFDif?4B_li3W)ex\ܬZ6XBfUW瞓7OaaVȆǣY[P$w,џUek-@*ˁhH螊͕eO˥n +r@g<_=w/щb`gΥO1ͩ"@UY*hZuywDV\׻mʩW\׺޺t`edsm5m|Μ{WnT\PW뺎zkzoVix%tֻ ]5?e{G~ћ٩=r7YX}ߩk7g"ϥί&-Ҕ?Ž\pd} G寑ZUcӦpPmVRG?GWػsp$5ٓߕ^;8c0=j{OosU!}L7-_ǜv#NTU_a_ I O#O#O#OyZȴ#E5uBYgݩz5\nN9zܨ{5%UWc`SzZsj@}<[|Ma\ oHR7%o$+Ѱg߷=aO4!"vֺ%N*xta49-U$?ɹ"|f̌«3!nONxjhyi423%|2MKVgT-i/jU7lƺ=?ܽ?˧GȮ˨.;G?^ZTdX$JV l-Wo̟U]r9sB^lM:b_6+Sl@~[ɏ{cg8>3K;Zp;yyyڥӊ~Rצפc307}u Bm16ZAzRB͒67tt_?6݇}Ӌ/M{AHR<|3[mK?ϙ飋]缞ݒ$핔tDqI$mz茤jۦ/RRfI% I+)g~ħM QX?=TX7FfLqνShm mF,iv_ed}]VVxn-ߍtl/o=sss_==g{~_%>%9tA%͆l+ߌelٕO~,8qozY듟(tn(u^e 3{;#:~fwfu:NgӰzSwU;?cO}+Ǔf?3})=\Tgjwh=Aê,[.J.Ua3G#;&c~žsu>J~ck*wNGtws^wWv\"IE sP3~Y#55o(tGu9t2k tmAN[Hi