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0% found this document useful (0 votes) 141 views 15 pages Original Titlebai tap pascal thi hsg mlem mlem Copyright© © All Rights Reserved Available FormatsDOC, PDF, TXT or read online from Scribd Share this documentDid you find this document useful?0% found this document useful (0 votes) 141 views15 pages Bai Tap Pascal Thi HSG Mlem MlemFÎH Pả^ ^DWGDC ÐL PBH BểG WHLB IHỌH 0.4 Qhẵt gbƾƤli trãlb lbẪp vîe 6 sỔ liuyïl, mhệj trd xkj gbÿli g÷ pbầh cî ƾờg gứd lbdu mbðli ^reirdj ft0U4=Qdr d,f?hltkikr=Fkihl wrhtk('lbdp d,f?')= rkd`cl(d,f)= ha (d je` f) : \> tbkl wrhtkcl(f,' cd ueg gud ',d) kcsk wrhtkcl(f,' mbeli cd ueg gud ',d)= ha (f je` d) : \> tbkl wrhtkcl(d,' cd ueg gud ',f) kcsk wrhtkcl(d,' mbeli cd ueg gud ',f)= rkd`cl=Kl`. 0.6 Qhẵt gbƾƤli trãlb ihầh bỉ pbƾƤli trãlb? a `ygxkfydx ^reirdj ft0U6=Qdr d,f,g,`,k,a,`t,`x,`y,x,y?rkdc=Fkihl wrhtk('lbdp d,f,g,`,k,a?')= rkd`cl(d,f,g,`,k,a)= `t?:d*`-f*g= `x?:f*a-k*`= `y?:d*a-g*k= ha `t3<> tbkl fkihl x?:`x/`t= y?:`y/`t= wrhtkcl('ptr ge libhkj x,y',x?4>?6,y?4>?6)= kl`= ha `t:> tbkl ha (`x:>) dl` (`y:>) tbkl wrhtkcl('ptr ve se libhkj')= ha (`x:>) dl` (`y3<>) tbkl wrhtkcl('ptr ve libhkj')= rkd`cl=Kl`. 0.7 Qhẵt gbƾƤli trãlb lbẪp vîe 7 sỔ liuyïl d, f, g. Mhệj trd xkj 7 sỔ Ĕ÷ g÷ tbễd jçl?- Cî 7 gẤlb gứd 4 tdj ihäg tbƾỚli - Cî 7 gẤlb gứd 4 tdj ihäg gæl- Cî 7 gẤlb gứd 4 tdj ihäg ĔỄu- Mbðli cî 7 gẤlb gứd 4 tdj ihäg ^reirdj ft0U7= PrƾỚli PBGW ^bÿ Cæj Qdr d,f,g?hltkikr=Fkihl wrhtk('lbdp d,f,g?')= rkd`cl(d,f,g)= ha (d<>) dl` (f<>) dl` (g<>) dl` (d+f<g) dl` (f+g<d) dl` (d+f<g) tbkl ha (d:f) dl` (f:g) tbkl wrhtkcl('cd tdj ihdg `ku') kcsk ha (d:f) er (f:g) er (d:g) tbkl wrhtkcl('cd tdj ihdg gdl') kcsk wrhtkcl('cd tdj ihdg tbueli') kcsk wrhtkcl('mbeli cd 7 gdlb gud tdj ihdg')= rkd`cl=Kl`. 0.0 Qhẵt gbƾƤli trãlb lbẪp vîe bỊ tïl, Ĕhệj vćl, Ĕhệj t÷dl, Ĕhệj dlb vćl gứd 4 bỊg shlb. Wdu Ĕ÷ hl rd jîl bãlb? bỊ tïl, Ĕhệj truli fãlb, xẵp cỊdh gứd bỊg shlb Ĕ÷ (trïl 4 `öli). Gbe fhẵt?- Ğhệj truli fãlb? (Ĕhệj vćl + Ĕhệj t÷dl + Ĕhệj dlb vćl) / 7- Rẵp ceẤh?Ihễh, lẵu Ĕhệj truli fãlb <: 8.\> Mbä, lẵu 9.> 3: Ĕhệj truli fãlb 3 8.>Pruli fãlb, lẵu ;.> 3: Ĕhệj truli fãlb 3 9.>Xẵu, lẵu Ĕhệj truli fãlb 3 ;.> ^reirdj ft0U0=Qdr betkl?strhli]79Z= `v,`t,`ll?fytk= `tf?rkdc= xc?strhli]4;Z=Fkihl wrhtk('lbdp be tkl?')= rkd`cl(betkl)= wrhtk('lbdp `hkj tedl, `hkj vdl, `hkj liedh liu?')= rkd`cl(`t,`v,`ll)= `tf?:(`t+`v+`ll)/7= ha `tf<:8.> tbkl xc?:'Iheh'= ha (`tf<:9.>) dl` (`tf38.>) tbkl xc?:'Mbd'= ha (`tf<:;.>) dl` (`tf39.>) tbkl xc?:'Pruli fhlb'= ha `tf3;.> tbkl xc?:'Xku'= wrhtkcl('Be tkl?',betkl?6;,'@hkj PF?',`tf?4>?6,'Rkp cedh?',xc?6>)= rkd`cl=Kl`. 0.; Qhẵt gbƾƤli trãlb lbẪp vîe tbäli, lćj rỗh têlb sỔ liîy gứd tbäli. Fhẵt lćj lbuẩl cî lćj gbhd bẵt gbe 0 vî lẵu l÷ gbhd bẵt gbe 4>> tbã gŨli pbầh gbhd bẵt gbe 0>> ^reirdj ft0U;=Qdr lidy,tbdli,ldj?hltkikr=Fkihl wrhtk('lbdp tbdli?')= rkd`cl(tbdli)= wrhtk('lbdp ldj?')= rkd`cl(ldj)= gdsk tbdli ea 4,7,;,9,2,4>,46?lidy?:74= 0,1,8,44?lidy?:7>= 6?ha ldj je` 0 3< \> tbkl lidy?:62 kcsk ha (ldj je` 4>>: \>)dl`(ldj je` 0>>3<>)tbkl lidy?:62 kcsk lidy?:68= kl`= wrhtkcl('tbdli',tbdli,'ldj',ldj,'lidy',lidy)= rkd`cl=Kl`. 0.1 Qhẵt gbƾƤli trãlb lbẪp vîe mú tỴ. Lẵu cî mú tỴ tbƾỚli tbã hl rd mú tỴ bed tƾƤli Ứli, lẵu cî mú tỴ bed tbã hl rd mú tỴ tbƾỚli tƾƤli Ứli, lẵu cî gäg mú tỴ mbäg tbã hl rd gbêlb l÷ ^reirdj ft0U1=Qdr mt?gbdr=Fkihl wrhtk('lbdp vde my tu?')= rkd`cl(mt)= gdsk mt ea 'D'..'_'?mt?:gbr(er`(mt)+76)= 'd'..'z'?mt?:gbr(er`(mt)-76)={bedg 'd'..'z'?mt?:upgdsk(mt)\=} kl`= wrhtkcl('my tu `d `eh cd?',mt)= rkd`cl=Kl`. ;.4 Qhẵt gbƾƤli trãlb lbẪp vîe jỘt sỔ liuyïl `ƾƤli l, tãj tẫt gầ gäg ƾờg sỔ gứd l ^reirdj ft;U4=Qdr h,l?hltkikr=Fkihl wrhtk('lbdp l?')= rkd`cl(l)= wrhtkcl('gdg ueg gud ',l,'cd?')= aer h?:4 te l `e ha (l je` h):> tbkl wrhtk(h?1)= rkd`cl=Kl`. ;.6 Qhẵt gbƾƤli trãlb têlb tớli W:4+6+…….+l, vờh l cî sỔ liuyïl `ƾƤli Ĕƾủg lbẪp tử fîl pbêj. ^reirdj ft;U6=Qdr s,h,l?hltkikr=Fkihl wrhtk('lbdp l?')= rkd`cl(l)= s?:>= aer h?:4 te l `e s?:s+h= |
