Teste - 2 9ano

 

GNPUTGBEFZL JE ESCLKGS JE GKBGFCHK Esclkg E.@ Jr. Gftófhl je Slusg Gnlsthfml GFL KEZHQL 047=-0478

Ahcmg je Gvgkhgîãl F.¿0 je Aâshcl-Wuâbhcg – 8¿Gfl   Flbe?\\\\\\\\\\\\\\\\\\\\\\\\\\\\\\\\\\\\\\ Flbe?\\\\\\\\\\\\\\\\\\\\\\\\\\\\\\\\\\\\\\\\\\\\\\\ \\\\\\\\\   Trlaesslrg? \\\\\\\\\\\\\\\\\\\ Ckgsshahcgîãl?  Argcl

Zurbg? \\\\ 

Efcgrrengjl je Ejucgîãl?\\\\\\\\\\\\\\\\\\\\\\ Ejucgîãl?\\\\\\\\\\\\\\\\\\\\\\

 Fãl sgthsagz

(4-78%)

F.¿ ? \\\\\

 Sgthsagz

(04-:8%)

(54-18%)

 @lb (>4-=8%)

 Buhtl `lb (84-744%) 

7. G anurg blstrg ub cghxlte c ghxlte sl`re ubg superche mlrhzlftgk e qugtrl vetlres, que represeftgb gs lrîgs feke gpkhcgjgs, fg escgkg hfjhcgjg.

7.7  Ckgsshacg gs senuhftes garbgîões eb 7.7  eb verjgjehrgs (Q) lu gksgs (A), clrrhnhfjl gs gksgs seb reclrrer ä lrbg fengvg. G –  A 7 e  A 3 sãl lrîgs clb hnugk hftefshjgje e sefjl. @ –  A 7 e  A 0 tïb jhreîões jhereftes. C – G hftefshjgje je  A 7 è 7=4 F. J –  A 0 e  A : tïb g besbg jhreîãl. E- G resuktgfte je jugs jgs lrîgs gpkhcgjgs fl cghxlte è fukg. 7.0   Clbpketg l qugjrl clb ls ekebeftls que cgrgcterhzgb 7.0 cgrgcterhzgb g lrîg  A 0. Alrîg

Hftefshjgje

Jhreîãl

Sefjl

Tlftl je gpkhcgîãl

 A 0

7.3 Sekechlfg g lrîg que plje clrresplfjer gl pesl jl clrpl.  \\\\\\\\\\  \\\\\\\\\\\\\\\\\\\\\ \\\\\\\\\\\\\\\\\\\\ \\\\\\\\\\\ 7.: Clbeftg g senuhfte garbgîãl? ‛ A 7 e  A 3 alrbgb ub pgr gîãl-regîãl.‒ \\\\\\\\\\\\\\\\ \\\\\\\\\\\\\\\\\\\\\\\\  \\\\\\\\   \\\\\\\\\\\\\\\\\\\\\\\\\\\\\\\  \\\\\\\\\\\\\\\\\\\\\ \\\\\\\\\\\\\\\\\\\\\ \\\\\\\\\\\\\\\\\\\\\ \\\\\\\\\\\\\\\\\\\\\ \\\\\\\\\\\\\\\\\\\\ \\\\\\\\\\\\\\\\\\ \\\\\\\\\  \\\\\\\\\\\\\\\\\\\\\  \\\\\\\\\\\ \\\\\\\\\\\\\\\\\\\\ \\\\\\\\\\\\\\\\\\\\\ \\\\\\\\\\\\\\\\\\\\\ \\\\\\\\\\\\\\\\\\\\\ \\\\\\\\\\\\\\\\\\\\ \\\\\\\\\\\\\\\\\\ \\\\\\\\\  \\\\\\\\\\\\\\\\\\\\\  \\\\\\\\\\\ \\\\\\\\\\\\\\\\\\\\ \\\\\\\\\\\\\\\\\\\\\ \\\\\\\\\\\\\\\\\\\\\ \\\\\\\\\\\\\\\\\\\\\ \\\\\\\\\\\\\\\\\\\\ \\\\\\\\\\\\\\\\\\ \\\\\\\\\ 7.5 Jeterb Jeterbhfg hfg g hft hftefs efshjg hjgje je jg resukt resuktgft gftee je tljgs tljgs gs lrîgs lrîgs gpkhcg gpkhcgjgs jgs fl cghxlt cghxltee e repres represeft eftg-g g-g vetlrhgkbefte, fg besbg escgkg. 7

 

0. Hjefacg 0. Hjefacg g keh je Fewtlf que perbhte expkhcgr cgjg ubg jgs senuhftes shtugîões? SHZUGÎÃL

7ª KEH

0ª KEH

3ª KEH

G- Wugfjl ub cgrrl trgvg, ls seus pgssgnehrls sãl prloetgjls pgrg g refte. @@- Ub  Ub khvrl clklcgjl sl`re ubg besg exerce ubg lrîg fg besg je sefjl lplstl ä lrîg exerchjg pekg besg fl khvrl. C- Zefjl C- Zefjl jlhs veâcukls hnughs è bghs çchk pgrgr l vehcukl que teb beflr vgklr je veklchjgje. JJ- Wugfjl  Wugfjl ub cgrrl g ekevgjg veklchjgje eetug ubg curvg, ls pgssgnehrls sãl prloetgjls fl sefjl lplstl ä curvg. EE- Ub  Ub nugrjg-rejes seb kuvgs jeefje ubg `lkg e bgnlg g bãl. AA- Se  Se g resuktgfte jgs lrîgs que gtugb fub fub clrpl lr fukg, este pljerç estgr eb replusl lu eb blvhbeftl rekâfel ufhlrbe. N- Wugfjl N- Wugfjl ebpurrgbls ub clrpl, g sug veklchjgje gubeftg.

3. Eb qugkquer clrpl gtugb lrîgs cuog resuktgfte plje ser fukg lu fãl. 3.7 Jgs rgses que se senueb, sekechlfg gs que se reereb g clrpls fls qughs gtug ub clfouftl je lrîgs cuog resuktgfte è fukg.  G

– Wugkquer clrpl que estç eb replusl.

 J

– Wugkquer clrpl clb blvhbeftl rekâfel.

 @

– Clrpl eb blvhbeftl clb veklchjgje clfstgfte.

 E

– Clrpl clb blvhbeftl curvhkâfel ufhlrbe.

 C

– Clrpl eb blvhbeftl clb gcekergîãl clfstgfte.

 A

– Clrpl clb blvhbeftl rekâfel ufhlrbe.

3.0 Ub clrp clrpl l clb clb bgss bgssgg 54 544 4 n blve blve-s -see senu senufj fjl l ubg ubg trgoet trg oetórh órhgg rekâf rekâfeg, eg, fl sefj sefjl l hfjhcg hfjhcgjl jl fg anurg, anurg, clb gcekergîãl clfstgfte je 1 b/s 0. g) Cgkcukg g hftefshjgje jg resuktgfte jgs lrîgs gpkhcgjgs fl clrpl.

`) Ckgsshacg l blvhbeftl jl clrpl. \\\\\\\\\\\\\\\\  \\\\\\\\\\\\\\\\\\\\\\\\\\\\\\\\\\ \\\\\\\\\\\\\\\\\\\\\\\\\\\\\\\\  \\\\\\\\\\\\\\  c) Clbpketg clrretgbefte gs rgses H e HH. H – Se g hftefshjgje jg resuktgfte jgs lrîgs gpkhcgjgs fl besbl clrpl lsse bghlr, l vgklr jg gcekergîãl prljuzhjg serhg \\\\\\\\\\ serhg  \\\\\\\\\\.. HH – Se –  Se g besbg resuktgfte jgs lrîgs lsse gpkhcgjg fub clrpl clb bghlr bgssg, l vgklr jg gcekergîãl prljuzhjg serhg  \\\\\\\\\\  \\\\\\\\\\.. 0

 

j)  j)  Sekechlfg g lpîãl que clrresplfje g ubg represeftgîãl clrretg jls vetlres veklchjgje, gcekergîãl e resuktgfte jgs lrîgs gpkhcgjgs fl clrpl, fub besbl hfstgfte. v

v

⃞

⃞

g

g

⃞

⃞

 A 

 A 

 G

C

 

v

v

⃞

⃞

g

 @

 A 

g

 

⃞

⃞

 A 

 

J

:. Clfshjerg l nrçacl veklchjgje-tebpl jg anurg, pgrg ub clrpl eb blvhbeftl rekâfel.

:.7 Hfjhcg :.7  Hfjhcg ls hftervgkls je tebpl jurgfte ls qughs? g) G resu resukt ktgf gfte te jgs jgs l lrî rîgs gs gpkh gpkhcg cgjg jgss fl cl clrp rpl l teb teb sef sefjl jl lplstl gl jl blvhbeftl.  blvhbeftl.  \\\\\\\\\\\\\\\\\\\\\\\\\\\\ `) G resuktgfte jgs lrîgs gpkhcgjgs fl clrpl è fukg.  \\\\\\\\\\\\\\\\\\\\\  \\\\\\\\\\ \\\\\\\\\\\\\\\\\\\\\ \\\\\\\\\\\\\\\\\\\\ \\\\\\\\\\\\\\\\\\\ \\\\\\\\\

c) È vçkhjg g 0.g keh je Fewtlf.  \\\\\\\\\\  \\\\\\\\\\\\\\\\\\\\\ \\\\\\\\\\\\\\\\\\\\ \\\\\\\\\\\\\\\\\\\\ \\\\\\\\\\\\\\\\\\\\\ \\\\\\\\\\\\\ \\\ j)  j) È l blvhbeftl lh ufhlrbebefte gcekergjl.\\\\\\\\\\\\\\\\\\\ gcekergjl.\\\\\\\\\\\\\\\\\\\\\\\\\\\\\\\ \\\\\\\\\\\\\\\\\\\\\\\\ \\\\\\\\\\\\  \\\\\\\\\\\\\\\\\\\\\\\\\\\\\\\\\\\\ \\\\\\\\\\\\\\\\\\\\\\\\\\\\\\\\\\\\ \\\\\\\\\\\\\\\\\\\\\\\  \\\\\  e) L e) L blvhbeftl lh ufhlrbe. \\\\\\\\\\\\\\\\\\

:.0 Cgkcukg pgrg l hftervgkl je tebpl Y4 9 74Y s enufjls, l vgklr? g) jg g) jg gcekergîãl bèjhg jl clrpl9

`) jg bgssg  bgssg jl clrpl, sg`efjl que  que estç gpkhcgjl ub clfouftl je lrîgs cuog resuktgfte è je 54 F.

:.3 Cgkcukg g jhstàfchg perclrrhjg pekl clrpl fl hftervgkl Y0=, 3: Y senufjls. 3

 

5.  5.  Ub veâcukl clb 7444 in je bgssg chrcukgvg g 55 ib/m qugfjl l seu clfjutlr gpgfmlu ókel fl pgvhbeftl, perjeu l clftrlkl jg jhreîãl e eb`gteu clftrg ub burl. 5.7 Cgkcukg g hftefshjgje jg lrîg que gtulu fl gutlbóvek jurgfte g clkhsãl, sg`efjl que jeblrlu 4,1= senufjls g hbl`hkhzgr-se.

5.0  Clfshjergfjl que g çreg je clftgtl eftre l burl e l gutlbóvek 5.0  gutlbóvek lh je 04 jb0, cgkcukg g pressãl exerchjg pekl burl fl veâcukl.

5.3 Sekechlfg 5.3  Sekechlfg g(s) lpîãl(ões) que clbpketg(b) c lbpketg(b) clrretgbefte g rgse que se senue. G lrîg je clkhsãl je ub veâcukl clb ub l`stçcukl…   G – … clrresplfje ä lrîg que l veâcukl exerce fl l`stçcukl gpós g clkhsãl.

  @ – … lrbg pgr gîãl-regîãl clb g lrîg que l veâcukl exerce fl l`stçcukl jurgfte g clkhsãl.   C – … teb bghlr hftefshjgje se g superche jl l`stçcukl clb l qugk clkhje se jelrbg gchkbefte.   J – … teb g besbg hftefshjgje se g veklchjgje jl veâcukl fl hfâchl jg clkhsãl lr beflr. c grng trgfsplrtgjg pekl veâcukl lr bghlr.   E – … teb bghlr hftefshjgje se g bgssg jg cgrng

 1. Ckgs  1. Ckgsshacg shacg gs senuhftes senuhftes garbgîões garbgîões eb verjgjehrgs verjgjehrgs (Q) lu gksgs (A), clrrhnhfjl clrrhnhfjl gs gksgs gksgs seb reclrrer reclrrer ä lrbg fengvg. G –Jurgfte g clkhsãl rlftgk je ub veâcukl clb ub l`stçcukl, l`stçcukl, ls lcupgftes sãl prloetgjls pgrg g refte jevhjl ä hfèrchg. @  – L chftl je senurgfîg, gkèb je gubeftgr l tebpl je clkhsãl, gz clb que g lrîg jg clkhsãl seog jhstrh`uâjg plr ubg beflr çreg, l que shnfhacg que g pressãl è beflr jl que serhg seb chftl. C – L ghr`gn è ub jhsplshvl je senurgfîg que ufchlfg tefjl plr `gse g 7ª Keh je Fewtlf (keh jg hfèrchg). J – G ukhzgîãl jls chftls je senurgfîg e gplhls je cg`eîg è expkhcgjg pekg 0ª Keh je Fewtlf (keh jg ufjgbeftgk jg jhfàbhcg). :

 

E- G nrgfje superche je clftgctl jl cgpgcete clb g cg`eîg jhbhfuh g pressãl exerchjg pekg lrîg que gtug jurgfte g clkhsãl. >. G anurg blstrg ub `klcl que se blve jg esquerjg pgrg g jhrehtg, gl klfnl je ubg superche runlsg. G lrîg que g bãl exerce fl `klcl è 4,= F.

>.7 Pepreseftg fg anurg ub vetlr que plssg clrresplfjer ä lrîg je gtrhtl que gtug fl clrpl. >.0 Sg`efjl que l `klcl se blve clb veklchjgje clfstgfte, ousacg g senuhfte garbgîãl verjgjehrg. ‛G hftefshjgje jg alrîg je gtrhtl è 4,= F.‒ \\\\\\\\\\\\\\\\\\\\ \\\\\\\\\\\\\\\\\\\\\\\\\\\\\\\ \\\\\\\\\\\\\\\\\\\\ \\\\\\\\\\\\\\\\\ \\\\\\\\  \\\\\\\\\\\\\\\\\\\\\  \\\\\\\\\\\ \\\\\\\\\\\\\\\\\\\\ \\\\\\\\\\\\\\\\\\\\ \\\\\\\\\\\\\\\\\\\\ \\\\\\\\\\\\\\\\\\\\\ \\\\\\\\\\\\\\\\\\\\\ \\\\\\\\\\\\\\\\\\\ \\\\\\\\\

>.3 Supõe que gnlrg l `klcl è clklcgjl sl`re ubg superche khsg e plkhjg, blvefjl-se ä besbg veklchjgje clfstgfte que fg superche runlsg. Sekechlfg g ÿfhcg lpîãl plssâvek pgrg gs hftefshjgjes jg lrîg je gtrhtl e jg lrîg exerchjg pekg bãl, respevgbefte.

  G – 4,5 F 9 4,= F  

@ – 7,0 F 9 7,0 F  

C – 4,= F 9 4,= F  

J – 4,5 F 9 4,5 F

>.: Hfjhcg lutrl gtlr je que jepefje g hftefshjgje jg lrîg je gtrhtl, gkèb jg runlshjgje jgs superches je clftgctl, e je que bljl g lrîg je gtrhtl jepefje jesse gtlr. \\\\\\\\\\\\\\\\\\\\\\\ \\\\\\\\\\\\\\\\\\\\\\\\\\\\\ \\\\\\  \\\\\\\\\\\\\\\\\\\\\  \\\\\\\\\\\ \\\\\\\\\\\\\\\\\\\\ \\\\\\\\\\\\\\\\\\\\ \\\\\\\\\\\\\\\\\\\\ \\\\\\\\\\\\\\\\\\\\\ \\\\\\\\\\\\\\\\\\\\\ \\\\\\\\\\\\\\\\\\\ \\\\\\\\\

==- Exhsteb  Exhsteb shtugîões jg vhjg quljhgfg eb que l gtrhtl plje ser ÿk e lutrgs eb que è preoujhchgk. =.7 Ckgsshacg, =.7  Ckgsshacg, fgs senuhftes shtugîões, l gtrhtl clbl ÿk lu preoujhchgk. L gtrhtl …

ßk

Treoujhchgk

G- eftre l cmãl e ub grbçrhl pesgjl que estç g ser grrgstgjl. @- eftre gs slkgs jls sgpgtls e l cmãl c mãl qugfjl gfjgbls. C- eftre gs peîgs je ubg bçquhfg eb ufchlfgbeftl. J- eftre gs bãls e g clrjg je ub gkphfhstg. E- que exhste eftre gs flssgs bãls e ub l`oectl qugfjl l senurgbls. A- fls pfeus je ub gutlbóvek eb blvhbeftl fubg estrgjg.

=.0   Hfjhcg clbl prlcejerhgs pgrg? =.0 =.0.7 jhbhfuhr =.0.7  jhbhfuhr l gtrhtl fg shtugîãl G9 \\\\\\\\\\\\\\\\\\\\\\\\\\\\\\\\\\\\\\\\\\\\\\\\\\\\ 5

 

=.0.0 gubeftgr =.0.0  gubeftgr l gtrhtl fg shtugîãl A. \\\\\\\\\\\\\\\\\\\\\\\\\\\\\\\\\\\\\\\\\\\\\\\\\\\ @lb trg`gkml!

1

 

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