Taller #1 - Ejerc. Practicos

July 26, 2022 | Author: Anonymous | Category: N/A
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Ca noprnsa XRY TAT tbnkn deoe efinte sedbac ca deonrdbacbzadbôk ac per oayer y ac per onker `n ncndtre`eoâstbdes.  A partbr `n cas sbmubnktns traksaddbekns nc aprnk`bz `nfn ngndtuar ces rnmbstres dektafcns, deksb`nrak`e nc oaknie `nc BWA y cas rntnkdbekns a qun haya cumar, tnkbnk`e nk dunkta qun nk nc Oukbdbpbe nk `ek`n sn sudn`nk nstas epnradbekns nxbstn nc ondakbsoe `n rntnkdbôk nk ca gunktn a tïtuce `n BDA, nk cas epnradbekns mrava`as dek nstn bopunste qun supnrnk >: ^WP dek uk perdnktain `n rntnkdbôk `nc > per obc. VNMBONK DEO^K. Dektafbcbzar nc deste `n vnktas tnkbnk`e nk dunkta uk oarmnk `n utbcb`a` `nc 4>%. Zrnparar y prnsnktar ca `ndcaradbôk `nc BWA.  Ac târobke `nc añe 6:17 6:17 qun`ô uk s sac`e ac`e `n BWA a gaver, per vac vacer er `n 6.:::.: 6.:::.::: :: PVAKTADDBEKNT @NC ONT @N NKNVE @N 6:1= 1. Tn ngnd ngndtùak tùak de deopras opras `n o onrdak nrdakdïas dïas,, a drâ`bt drâ`bte e A ZNZBPE CP CP@A @A DAKP @NTDVBZDBEK WACEV ^KB@ 60 PNCNWBTEVNT OAVDA CM 46‟ $0>:.::: 67 PNCNWBTEVNT OAVDA TAOT^KM 0:‟ $76:.::: 68 NQ^BZET @N TEKB@E OAVDA CM 4::: $>6:.::: 4: NQ^BZET @N TEKB@E OAVDA ZAKATEKBD 0>:: $=6:.::: 









6. Tn rnacb rnacbzak zak vnk vnktas tas `n on onrdakd rdakdïas ïas `n dek dekta`e ta`e,, a TXP TAT DAKP @NTDVBZDBEK :8 PNCNWBTEVNT OAVDA CM 46‟ :2 PNCNWBTEVNT OAVDA TAOT^KM 0:‟ 16 NQ^BZET @N TEKB@E OAVDA CM 4::: 1> NQ^BZET @N TEKB@E OAVDA ZAKATEKBD 0>::

WACEV ^KB@ $24:.::: $1.:6:.::: $2>:.::: $1.1>:.:::

4. Tn pama u uk k sac`e qun sn a`nu`afa a uk prevnn`er per vacer `n $1.> $1.>::.::: ::.::: 0. Tn pa pama ma ar arrb rbnk nk`e `e `n cas cas bkst bkstac acad adbe bekn kns s nk `e `ek` k`n n gu gukd kdbe beka ka nc Ac Acoa oadâ dâk, k, a ca bkoefbcbarba ^rfaka T.A, per vacer `n $1.:::.::: $1.:::.:::,, oás BWA >. Tn deopra papncnrïa para use `n ca egbdbka per vacer `n $1.:::.: $1.:::.::: :: oás BWA, a Iuak Veias, qubnk ns `n CBK@NX dcaraktn `n rnkta. 7. Tn pama ca kô kôobka obka `n ca noprnsa `nc o ons ns `n `bdb `bdbnofrn nofrn per vacer `n $4.:::.: $4.:::.:::. ::. =. Tn pama sn snrvbdb rvbdbe e `n nknrm nknrmïa ïa per vac vacer er `n $8: $8::.:: :.::: : 8. Tn de deopra opra onrd onrdakdï akdïas as pe perr vace vacerr a drâ drâ`bte `bte,, a CB CBK@NX K@NX T T.A. .A. DAKP @NTDVBZDBEK WACEV ^KB@ 4: PNCNWBTEVNT OAVDA CM 46‟ $0>:.::: 46 NQ^BZET @N TEKB@E OAVDA CM 4::: $>6:.:::

2. Tn vn vnk` k`nk nk on onrd rdak akdï dïas as pe perr va vace cerr `n =. =.:: :::. :.:: ::: : oá oás s BW BWA A a dr drâ` â`bt bte e a Ta Tara ra @ïaz @ïaz,, pnrseka qun ke ns amnktn `n rntnkdbôk.

 

DAKP 18 16

@NTDVBZDBEK PNCNWBTEVNT OAVDA CM 46‟ NQ^BZET @N TEKB@E OAVDA CM 4:::

WACEV ^KB@ $86:.::: $2>:.:::

1:. Tn pamak hekerarbes ac dekta`er per vacer `n $2>:.:::, qubnk ke ns `ndcaraktn `n rnkta. 11. Tn vnk`nk onrdakdïas AC DEKPA@E a VNOAPNT M^VR M^VR R/E DNTAV  CEZNY pnrseka katurac qun ns pnrtnkndbnktn ac râmbonk deoùk. DAKP @NTDVBZDBEK WACEV ^KB@ :0 PNCNWBTEVNT OAVDA CM 46‟ $=>:::: := PNCNWBTEVNT OAVDA TAOT^KM 0:‟ $24:.::: :2 NQ^BZET @N TEKB@E OAVDA CM 4::: $8>:.::: :8 NQ^BZET @N TEKB@E OAVDA ZAKATEKBD 0>:: $24:.::: CBK@NX  16.. 16 Tn rn rnac acbz bza ad deo eopr pra a a Cô Côpn pnz z y Dïa. Dïa. qu qubn bnk k ns mr mrak ak de dekt ktrb rbfu fuyn ynkt ktn na aut uter errn rntn tnkn kn`e `er. r.  `ek`n sn dakdnca nc 4=% `n dekta`e y nc rnste a drâ`bte `n ca sbmubnktn onrdakdïa DAKP @NTDVBZDBEK WACEV ^KB@ 18 PNCNWBTEVNT OAVDA CM 46‟ $0>:.::: 10 PNCNWBTEVNT OAVDA TAOT^KM 0:‟ $76:.::: 17 18

NQ^BZET @N TEKB@E OAVDA CM 4::: NQ^BZET @N TEKB@E OAVDA ZAKATEKBD 0>::

$>6:.::: $=6:.:::

14. Tn deopra o on nrd rda akdïa para ca vnkta ac sn snñ ñer Cubs Zârn rnz z pnrtnkndbnktn ac râmbonk sbopcbgbda`e qubnk ns `ndcaraktn `n rnkta. DAKP @NTDVBZDBEK WACEV ^KB@ 1: PNCNWBTEVNT OAVDA CM 46‟ $0>:.::: 16 PNCNWBTEVNT OAVDA TAOT^KM 0:‟ $76:.::: 11 NQ^BZET @N TEKB@E OAVDA CM 4::: $>::.::: :2 NQ^BZET @N TEKB@E OAVDA ZAKATEKBD 0>:: $7::.::: 10.. 10 Tn rn rnac acbz bza av vnk nkta ta a cca aM Mef efnr nrka kadb dbôk ôk `e `ek` k`n n nc BW BWA A ns ns bbkd kdcu cub` b`e, e, nk nktb tb`a `a` `q qun un pa pama ma on`baktn traksgnrnkdba. DAKP @NTDVBZDBEK WACEV ^KB@ 16 PNCNWBTEVNT OAVDA CM 46‟ $1:>:.::: 16 PNCNWBTEVNT OAVDA TAOT^KM 0:‟ $1.6::.::: 16 NQ^BZET @N TEKB@E OAVDA CM 4::: $1:>:.::: 16 NQ^BZET @N TEKB@E OAVDA ZAKATEKBD 0>:: $1.46:.::: 1>.. 1> Tn rn rnac acbz bza av vnk nkta ta `n ncnd ncndtr tre` e`eo eoâs âstb tbde des sd dek ek BW BWA A bkd bkdcu cub` b`e, e, a d drâ râ`b `bte te,, a ca Acda Acdac` c`ïa ïa DAKP @NTDVBZDBEK WACEV ^KB@ :> PNCNWBTEVNT OAVDA CM 46‟ $1:>:.::: :0 :4 :4

PNCNWBTEVNT OAVDA TAOT^KM 0:‟ NQ^BZET @N TEKB@E OAVDA CM 4::: NQ^BZET @N TEKB@E OAVDA ZAKATEKBD 0>::

$1.6::.::: $1:>:.::: $1.46:.:::

 

17. Tn d deo eopr pra a uk deo deopu puta ta`e `err pe perr va vace cerr `n $ $6 6.> .>: ::.: .:: :: oá oás s BW BWA A y uk n nsd sdrb rbte terb rbe e perr va pe vace cerr `n $8 $8:: ::.: .::: :: oá oás s BW BWA, A, ao aofe fes s nc ncno nonk nkte tes s pa para ra us use e `n ca no nopr prns nsa a a  ACLETPE TAT qubnk ns mrak mrak dektrbfuynktn. 1=. Da Dakd kdnc ncak ak nc 4:% ` `n n cca av vn nkt kta ah hn ndha a cca as sn nñe ñera ra Ta Tara ra @ï @ïaz az.. 18. Vn Vnac acbz bzar ar ca de deks ksbbmk mkad adbô bôk k` `n nc ` `bk bknr nre en nx xbs bstn tnk ktn nk dai aia a 12. Tn rn rnd dbfn nc ar arrrbnk`e `n uk cce edac `n pr pre epbn`a` `n ca n no oprnsa per per va vaccer `n $1.6::.::: $1.6::.: :: oás BWA, `n ca noprnsa OADVE OV, qubnk ns mrak dektrbfuynktn. 6:. Tn rnacbza vnkta `n dekta`e `n uk tncnvbser oarda Taosukm `n 0:‟ a Mafrbnc muzoák per vacer `n 28:.::: BWA bkdcub`e

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