PHYSICS11 Q '*\Q236077\,223 4:4:0: jgbCftbr vfCbdjd OV(5):O(4):Q$(30,102f):A$(30,4,579) :3000 :ST=0  250 I=15 (V(I)=((Y-X)*+X+0.5) 2,J=1(I-1):V(I)=V(J)40( <J FK=14 PO(K)=(3*+1.5@) Z,N=1(K-1):O(K)=O(N)80P dN nK x:0,12 ;"djghjC ";I:2,2;Q$(V(I)) 4K=14::4;K;". ";A$(V(I),O(K)) K K=-480 K=-480150 TK0K>420,6;1;"trn nfejyj dfhbftnf !":150 hO(K)=120,6;1;"jndrn ghfdbkmts{ ! ":ST=ST+1:240:200 >20,6;1;"jndrn trghfdbkmts{ !":240 :I :ST2ST=2 *10 ,12 ;1;"jqrtef ";ST 236077\,60< #20,0;" Delta 1990"  (C=1200:C1=C/2:C: ?Q$(1)="grhbjl ejkrcftb{ vfnrvfnbxrC- ejyj vfzntbef ?" #A$(1,1)="T=2*(/)" A$(1,2)="T=2/" #A$(1,3)="T=2*(/)" "#A$(1,4)="T=2*(/)" ,NQ$(2)="lkbtf vfzntbef 98 v. xrvw ghb- vrhtj hfdrt grhbjl ejkrcftb{ ?" 6A$(2,1)="~20 CEK" @A$(2,2)="~10 CEK" JA$(2,3)="~30 CEK" TA$(2,4)="~40 CEK" ^XQ$(3)="ajhvwkf njvCjtf ? (grhbjl CjcCndrttsp ejkrcftb{ d ejtnwhr)" h"A$(3,1)="T=2*(LC)" r"A$(3,2)="T=2/(LC)" |#A$(3,3)="T=2*(L/C)" #A$(3,4)="T=2*(C/L)" lQ$(4)="grhbjl Cdjcjltsp ejkrcftb{ ejtnwhf, rCkb rvejCnm ejtlrt- Cfnjhf wdrkbxbnm d 2 hfof :" .A$(4,1)="trn ghfdbkmtjyj jndrnf" +A$(4,2)="wvrtmubnCz d 2 hfof" $A$(4,3)="tr bovrtbnCz" +A$(4,4)="wdrkbxbnCz d 2 hfof" ;Q$(5)="rvejCntjr Cjghjnbdkrtbr ejt- lrtCfnjhf ?" A$(5,1)="X=1/WC" A$(5,2)="X=WC" A$(5,3)="X=W/C" A$(5,4)="X=C/W" GQ$(6)="btlwenbdtjr Cjghjnbdkrtbr efnwueb btlwenbdtjCnb ?" A$(6,1)="X=WL" A$(6,2)="X=WL/C" A$(6,3)="X=1/WL" A$(6,4)="X=L/W" &&Q$(7)="CejhjCnm djkts hfdtf :" 0KA$(7,1)="ghjbodrlrtbr lkbts djkts tf xfCnjnw ejkrcftb{" :7A$(7,2)="jntjurtbr grhbjlf e lkbtr djkts" D7A$(7,3)="ghjbodrlrtbr xfCnjns tf grhbjl" N7A$(7,4)="jntjurtbr xfCnjns e lkbtr djkts" XqQ$(8)="rCkb gflf`ib{ b ghrkjvkrtts{ kwxb b grhgrtlbewkzh d njxer gf-lrtbz kr}fn d jltj{ gkjCejCnb,nj :" bMA$(8,1)="jntjurtbr CbtwCjd wykjd gflrtbz b ghrkjvkrtbz- CONST" lFA$(8,2)="jntjurtbr wykjd gflrtbz b ghrkjvkrtbz - CONST" vMA$(8,3)="jntjurtbr ejCbtwCjd wykjd gflrtbz b ghrkjvkrtbz-CjNST" MA$(8,4)="jntjurtbr nftyrtCjd wykjd gflrtbz b ghrkjvkrtbz=CONST" nQ$(9 )="tf grhdbxtj{ jcvjner nhftCajh-vfnjhf(N1=500 dbnejd) tfghz}rtbr 75d,tf dnjhbxtj{ 60d.tf{nb N2 :" A$(9 ,1)="400" A$(9 ,2)="300" A$(9 ,3)="600" A$(9 ,4)="350" YQ$(10 )="lkz ghrjljkrtbz odwejdjyj cfhmrhf Cfvjkrn ljk}rt hfodbnm CejhjCnm :" #A$(10 ,1)="~1200 KM/x" !A$(10 ,2)="~120 M/C" #A$(10 ,3)="~12 KM/vbt" (A$(10 ,4)="~24000 ev/Cwneb" nQ$(11 )="Cnfhnjdfz vfCCf hferns 100n,tfhfoyjt lj CejhjCnb 240000 ev/Cre wukj 40n. efejdf vfCCf hferns:" A$(11 ,1)="100T" A$(11 ,2)="60T"  A$(11 ,3)="80T" A$(11 ,4)="125T"  $Q$(12 )="ajhvwkf {tunr{tf ?" *A$(12 ,1)="E=" 4A$(12 ,2)="E=" >A$(12 ,3)="E=/" H A$(12 ,4)="E=/" RwQ$(13 )="hfernf krnbn e odrolr Cj Cej- hjCnm` 250000 ev/Cre. C efej{ CejhjCnm` ghbckb}frtCz Cdrn odrols ?" \&A$(13 ,1)="300000 ev/Cre" f%A$(13 ,2)="50000 ev/Cre" p&A$(13 ,4)="550000 ev/Cre" z&A$(13 ,3)="250000 ev/Cre" (Q$(14)="lbahfeqbr{ hfosdfrnCz :" =A$(14,1)="jybcftbr djktfvb ehfrd ghrgznCndb{" DA$(14,2)="wCbkrtbr d hrowkmnfnr Ckj}rtbz ldwp djkt" AA$(14,3)="ofdbCbvjCnm lkbts djkts jn rr fvgkbnwls" JA$(14,4)="gjefofnrkm ghrkjvkrtbz Cdrnf d hfokbxtsp Chrlfp" .Q$(15)="lbCgrhCbr{ Cdrnf tfosdfrnCz :" LA$(15,1)="ofdbCbvjCnm gjefofnrkz ghrkjvkrtbz Cdrnf jn qdrnf" ;A$(15,2)="jybcftbr djktfvb ehfrd ghrlvrnjd" BA$(15,3)="gjkzhbofqbz Cdrnf ehbC- nfkkjv nwhvfkbtf" ;A$(15,4)="hrowkmnbhw`iw` Cdrnjdsp ejkrcftb{" 3Q$(16)="qdrn Cdrnjdjyj gwxef ofdbCbn jn :" -A$(16,1)="lkbts Cdrnjdj{ djkts" 2A$(16,2)="Cnrgrtb gjkzhbofqbb Cdrnf" 7A$(16,3)="CejhjCnb Cdrnf d lfttj{ Chrlr" @A$(16,4)="wykf ghrkjvkrtbz Cdrnf d lfttj{ Chrlr" VQ$(17)="rCkb gjkjdbtw kbtos ofehsnm xrhtj{ cwvfyj{, nj rr jgnbxrCefz Cbkf :" $%A$(17,1)="tr bovrtbnCz" .,A$(17,2)="wvrtmubnCz d 2 hfof" 8,A$(17,3)="wdrkbxbnCz d 2 hfof" B/A$(17,4)="trn ghfdbkmhjyj jndrnf" L'Q$(18)="ajhvwkf njtej{ kbtos ?" V$A$(18,1)="1/+1/=1/F" `A$(18,2)="1/=F" jA$(18,3)="+=D" t$A$(18,4)="1/+1/=1/D" ~WQ$(19)="d lbfgfojtr dblbvjyj Cdrnf tfbcjkrr Cbkmtj ghrkjvkz`nCz d Cnrekr :" (A$(19,1)="abjkrnjdsr kwxb" %A$(19,2)="ehfCtsr kwxb" %A$(19,3)="orkrtsr kwxb" #A$(19,4)="Cbtbr kwxb" <Q$(20)="jgnbxrCefz Cbkf kbtos nrv cjkmur, xrv :" 8A$(20,1)="xrv ckb}r e kbtor rr ajewCs" 8A$(20,2)="xrv lfkmur jn kbtos rr ajewCs" 9A$(20,3)="xrv cjkmur w kbtos ajewCjd" /A$(20,4)="trn ghfdbkmtjyj jndrnf" =Q$(21)="k`cjr tfyhrnjr nrkj jczofnrkm-tj bCgwCefrn :" *A$(21,1)="btahfehfCtsr kwxb" +A$(21,2)="hrtnyrtjdCebr kwxb" .A$(21,3)="wkmnhfabjkrnjdsr kwxb"  %A$(21,4)="dblbvs{ Cdrn" ZQ$(22)="krenhjvfytbntfz trhybz bC- gwCefrvfz fnjvfvb ghzvj ghjgjh- qbjtfkmtf :" *A$(22,1)="xfCnjnr bokwxrtbz" (;A$(22,2)="fvgkbnwlr krenhjvfytbn- tj{ djkts" 2.A$(22,3)="lkbtr djkts bokwxrtbz"  hfcjns dspjlf krenhjtjd" ZPA$(23,2)="trhybz jckwxf`ibp edft- njd < hfcjns dspjlf krenhjtjd" dLA$(23,3)="lkbts djkt gflf`iryj b hfCCrztjyj bokwxrtbz hfdts" nEA$(23,4)="tr dsgjktzrnCz ofejt Cjphftrtbz bvgwkmCf" x9Q$(24)="jCtjdtj{ ofejt hflbjfenbdtjyj hfCgflf ?" #A$(24,1)="N=N*2" "A$(24,2)="N=N*2" #A$(24,3)="N=N*2" "A$(24,4)="N=N*2" nQ$(25)="dj Cejkmej hfo wvrtmubnCz xbC-kj fnjvjd hflbz of 800 krn (grhbjl gjkwhfCgflf 1600 krn) ?" A$(25,1)="2 hfo" !A$(25,2)="1/4 hfof" A$(25,3)="2 hfof" A$(25,4)="4 hfof" OQ$(26)="ghb fkmaf-hfCgflr krvrtn CvrifrnCz d nfckbqr vrtlrkrrdf :" -A$(26,1)="tf 2 ekrneb e tfxfkw" ,A$(26,2)="tf 2 ekrneb e ejtqw" -A$(26,3)="tf 1 ekrnew e tfxfkw" ,A$(26,4)="tf 1 ekrnew e ejtqw" \Q$(27)="xrvw hfdrt bvgwkmC ajnjtf, rCkb lkbtf Cdrnjdj{ djkts hfdtf 6.63*10 v ?" 'A$(27,1)="10 ey*v/Cre" ",A$(27,2)="3.93*10 ey*v/Cre" ,'A$(27,3)="10 ey*v/Cre" 6+A$(27,4)="3.0*10 ey*v/Cre" @XQ$(28)="ehfCtj{ yhftbqr{ ajnjaarenf tfosdf`n nfew` xfCnjnw, ghb ejnjhj{ :" JA$(28,1)="A<" TA$(28,2)="A>" ^A$(28,3)="A>/" hA$(28,4)="A(> >bd&F(*D:  >>> < >>>BB<DHpHDB@@@@@~BfZBBBBbRJFB~@@@@@>BB>"BBFJRbBI**II(T0 DD((>