Eq12 DP Teste Avaliacao 2

 

Xjstj hj Avaegaíî` 2 Jsn`ea PPPPPPPPPPPPPPPPPPPPPPPPPPPPPPPPPPPPPPPPPPPPPPPPPPPPPPPPPPPPPPPPPPPPP Hata PPPPPPPPPPPPPPPPPPP  D`oj PPPPPPPPPPPPPPPPPPPPPPPPPPPPPPPPPPPPPPPPPPPPPPPPPPPPPPPPPPPPPPPPPPPPPP D.¹ PPPPPPP Xuroa PPPPPPP  Yr`ljss`r PPPPPPPPPPPPPPPPPPPPPPPPPPPPPPPPPPPPPPPPPPPPPPPPPPPPPPPP Neassglgnaíî` PPPPPPPPPPPPPPPPPPPPPPPP 

Yara rjsp`dhjr a`s gtjds hj jsn`efa oóetgpea, sjejng`dj a ódgna `píî` (A, B, N `u H) quj pjrogtj `btjr uoa algroaíî` n`rrjta `u rjsp`dhjr n`rrjtaojdtj é qujstî` n`e`naha. ^j aprjsjdtar oags h` quj uoa `píî`, a rjsp`sta sjrá neassglgnaha n`o zjr` p`dt`s. @ ojso` an`dtjnj sj a ejtra tradsnrgta l`r gejmïvje. N`taíújs

Mrup` G

1.  As pr`prgjhahjs h`s jejojdt`s j has rjspjtgvas substâdngas jejojdtarjs vargao hj uoa l`roa pjrgþhgna n`o a sua p`sgíî` da Xabjea Yjrgþhgna. Jdtrj as pr`prgjhahjs pjrgþhgnas oags gop`rtadtjs ha XY jdn`dtrao-sj ` rag` atþogn`, a jdjrmga hj g`dgzaíî` j a algdghahj jejtrþdgna. @s mrálgn`s sjmugdtjs rjprjsjdtao a vargaíî` hj huas hjssas pr`prgjhahjs pjrgþhgnas.  

1.1. Ghjdtglgquj quae h`s mrálgn`s, A `u B, p`hj n`rrjsp`dhjr é vargaíî` h` rag` atþogn`.

1.2. N`dsghjrj `s jejojdt`s quïogn`s oamdçsg`,

1.2.1.

12

Om

, j náeng`,

29

Na

6

.

N`o basj da n`dlgmuraíî` jejtrþdgna h`s jejojdt`s, e`naegzj-`s da Xabjea Yjrgþhgna.

12

1.2.2. Has sjmugdtjs algroaíújs sjejng`dj a vjrhahjgra. (A) @ náeng` ç uo jejojdt` hj tradsgíî`. (B) @ oamdçsg` pjrtjdnj a` be`n` p ha XY. (N) @ oamdçsg` j ` náeng` pjrtjdnjo a` be`n` s . (H) @s h`gs jejojdt`s sî` ojtags aenaegd`s.

6

1.2.>.

12

N`oparj j custglgquj a hgljrjdía d` vae`r ha prgojgra jdjrmga hj g`dgzaíî` h` oamdçsg` j h` náeng`.

 

12

1.>. @s jejojdt`s h` be`n` h sî` oag`rgtargaojdtj ojtags hj tradsgíî`. Custglgquj ` lant` hj ` n`brj,

27

Nu

, p`hjr sjr n`dsghjrah` ojtae hj tradsgíî`

Mrup` GG

2.  As l`rías gdtjro`ejnuearjs sî` hj daturjza jejtr`státgna j jdv`evjo a partgefa p`un` sgmdglgnatgva hj jejtrújs. N`dsghjrj as substâdngas rjprjsjdtahas pjeas sjmugdtjs lþroueas quïognas3 NF 8

(G)  

(GG)

(GGG)

(G\)

 

N@2 F2@ DF>

6

2.1. Has sjmugdtjs algroaíújs sjejng`dj a vjrhahjgra. (A) Jdtrj o`eçnueas hj

NF 8  jstabjejnjo-sj egmaíújs hgp`e`-hgp`e` gdhuzgh`.

(B)  As l`rías gdtjro`ejnuearjs quj prjvaejnjo jdtrj o`eçnueas hj

F2@

 j hj

N@2

 

sî` h` tgp` hgp`e`-hgp`e`

gdhuzgh`. (N) @ tgp` hj egmaíî` quj prjvaejnj jdtrj as o`eçnueas hj F2@  j hj DF>  ç a egmaíî` hgp`e`-hgp`e`. (H) Jdtrj o`eçnueas hj

NF8

j hj

 

N@2

 

jstabjejnjo-sj egmaíújs hgp`e`-hgp`e` gdhuzgh`.

2.2. 2.2. A  A jdjrmga hj n`jsî` jdtrj as o`eçnueas hj hgþxgh` hj narb`d` ç 2:,2 kC o`e

1

 

j a jdjrmga hj n`jsî` jdtrj `s

12

1 gújs h` ne`rjt` hj prata,  AmN  tjo uo vae`r gmuae a 798 kC o`e . Custglgquj ` lant` hj ` p`dt` hj jbuegíî` h` hgþxgh` hj narb`d` sjr ougt` gdljrg`r a` p`dt` hj lusî` h` ne`rjt` hj prata. 

s þegh`s nrgstaegd`s, sjejng`dj a vjrhahjgra. 2.>. Has sjmugdtjs algroaíújs, rjljrjdtjs és pr`prgjhahjs lïsgnas h`s sþegh`s (A) @s sþegh`s o`ejnuearjs j gþdgn`s sî` ougt` hur`s j b`ds n`dhut`rjs hj nae`r. (B) @s sþegh`s o`ejnuearjs j n`vaejdtjs narantjrgzao-sj p`r sjrjo s jrjo b`ds n`dhut`rjs hj nae`r j hj jejtrgnghahj. (N) Hj t`h`s `s sþegh`s nrgstaegd`s, `s ojtags sî` `s quj aprjsjdtao ojd`r brgef`. (H) @s sþegh`s ojtáegn`s hgstgdmujo-sj h`s rjstadtjs sþegh`s pje` lant` hj sjrjo b`ds n`dhut`rjs hj nae`r j hj jejtrgnghahj j aprjsjdtarjo brgef` ojtáegn`.

6

Mrup` GGG

>.

Duoa has jtapas h` pr`njss` rjang`dae h` ngne` h` n`brj ç p`ssïvje `btjr n`brj a partgr ha rjaíî` rjprjsjdtaha pjea sjmugdtj jquaíî` quïogna3 Nu Nu^@ ^@8 (aq) (aq)  Sd Sd(s (s))  Nu Nu(s) (s)  Sd^@ Sd^@8 (aq) (aq)

>.1. Naenuej a vargaíî` h`s dóojr`s hj `xghaíî` h` n`brj j h` zgdn`.

6

>.2. Has sjmugdtjs `píújs sjejng`dj a quj gdhgna a lþrouea quïogna h` amjdtj rjhut`r.

6

Nu Nu^@ ^@8 (aq) (aq) (A) (B) Sd(s)

 

(N)   Nu(s) (H)

Sd^@ d^@ (a (aq) q)  

8

>.>. ^abjdh` quj ` rjdhgojdt` ha rjaíî` ç 79%, hjtjrogdj a oassa oïdgoa hj Sd(s) quj hjvjrga sjr utgegzaha para sj `btjr =, m hj n`brj.

1<

Mrup` G\ 8.

Duoa nçeuea maevâdgna `n`rrj a rjaíî` me`bae rjprjsjdtaha pjea sjmugdtj jquaíî` quïogna3 Lj(s (s))  Nu2 (a (aq) q)  Lj 2 (aq) (aq)  Nu(s) (s) 



8.1. Atjdhjdh` 8.1. Atjdhjdh` a quj, das n`dhgíújs-pahrî`, a rjaíî` quïogna n`dsghjraha ç jsp`dtâdja, n`oparj ` p`hjr rjhut`r h`s ojtags jdv`evgh`s da rjaíî`.

12

8.2. Ghjdtglgquj ` jeçtr`h` quj ludng`da n`o` nát`h`.

6

8.>. Has sjmugdtjs `píújs sjejng`dj a quj ghjdtglgna a s`euíî` quj p`hj sjr utgegzaha n`o` jejtrþegt` da sjognçeuea quj n`dtço ` jeçtr`h` hj n`brj.

6

(A)

Lj    D@>  2

(N)

Sd    D@>  2

(B)

Nu    D@>  2

(H) DaN  

8.8. Jo quae has sjognçeueas sj vjrglgna uo auojdt` ha n`dnjdtraíî` h` jejtrþegt`0 Custglgquj.

12

8.:. ^jejng`dj a `píî` quj rjprjsjdta jsqujoatgnaojdtj a nçeuea n çeuea maevâdgna jo jstuh`.

6

Nu2 (aq) Nu(s) Lj(s) L j2 (aq) 

(A)

Lj(s) Lj( s) Lj 2 (aq (aq)) Nu( Nu(s) s) Nu2 (aq (aq)) 

(B)

Nu(s) Nu( s) Nu2 (aq) (aq) Lj Lj(s) (s) Lj2 (aq) 



(N)



Lj(s) Lj 2 (aq) Nu2 (aq) Nu(s) 

 

(H)





8. Da2N@> hj sþhg`, , hj n`dnjdtraíî` 9,199 o`e ho , n`o uoa s`euíî` aqu`sa 9,199 o`e ho >  hj ángh` ne`rïhrgn`, FN . 



6

:.1. Gdhgquj `s parjs ángh`-basj rjsp`dsávjgs pje` jljgt` taopî` vjrglgnah` huradtj a tgtueaíî` n`dsghjraha. :.2. Hjtjrogdj ` vae`r h` pF oáxgo` ha s`euíî` hj N`dsghjrj, a 2: ¹N,

a

K 

FN@>   



  8, =  19

11



j

K 

w

 

Da2N@> 

12

utgegzaha.

 

1, 9  19

18

.

12

:.>. Hjtjrogdj ` v`euoj hj s`euíî` aqu`sa hj FN  mast` da tgtueaíî` atç a` prgojgr` p`dt` hj jqugvaeãdnga.

Qujstî ` N`taíî`

1.1.

1.2.1.

1.2.2.

1.2.>.

1.>.

2.1.

2.2.

2.>.

>.1.

>.2.

>.>.

8.1.

8.2.

8.>.

8.8.

8.:.

8.

X`tae

6

12

6

12

12

6

12

6

6

6

1<

12

6

6

12

6

6

6

12

12

299