Cuadernillo Evaluacion 1era Vertiente

5/11/2018 Cuadernillo Evaluacion 1era Vertiente - slidepdf.com

http://slidepdf.com/reader/full/cuadernillo-evaluacion-1era-vertiente 1/11

ZÌ@IKL < DF <<FGLHAXLDA ZAX> XLE Y LTZ EL+ TFXFRL BÌ^LXFR BLXXIGGA

TAELDA DF GAR GIKFLEIFKTAR @FKFXLGFR DF BLXXFXL EL@IRTFXILG 8:<< YDFG IKRTXVBTISA DFG CLBTAX DF LBTISIDLDFR BABVXXIBVGLXFR+

Blxxfxl Elìrtfxilg 8:<<

Rirtfel df fslgvlbiòkClbtaxfr l fslgvlx fk Zxiefxl Sfxtifktf>

CLBTAXFRZVKTLNFREÌ_IEAR

<LZXASFBOLEIFKTAFRBAGLX

6:

Fr fg baknvkta df ga`xar df lzxfkdi~lnf ahtfkidar zax garlgvekar fk vk `xlda a lri`kltvxl fk vk bibga frbaglx' dflbvfxda l gar zglkfr y zxa`xlelr df frtvdia acibilgfr+ Rffslgvlxìk bak ikrtxvefktar ahnftisar |vf rfxìk lzgibldar

zax gl ikrtlkbil baxxfrzakdifktf+

8CAXELBIÒKBAKTIKVL 8:

Rak glr lbbiakfr rfbvfkbilgfr y zfxelkfktfr zlxlzxacfriaklgi~lx gl zxìbtibl fdvbltisl' bak gl ciklgidld dflbtvlgi~lxgl f ikkaslxgl df lbvfxda bak gar lslkbfrdidìbtibar' eftadagòìbar' zfdl`òìbar' bvgtvxlgfr'tfbkagòìbar y bifktåcibar+ /KATL> dfzfkdifkda dfg tiza df

bvxra rf xfbihixì fg zvktlnf)

2LBTISIDLDFRBABVXXIBVGLXFR 8:

Rf xfcifxf lg baknvkta df lbbiakfr ftxlaxdiklxilr' |vf

xflgi~lk gar zlxtibizlktfr cvfxl dfg oaxlxia df txlhlna dixiìdlr lg caxtlgfbieifkta dfg lzxfkdi~lnf df gar lgvekar'l clsaxfbfx gl iktf`xlbiòk rabilg' `fkfxlx glr bakdibiakfrzxazibilr zlxl fg dfrlxxagga dfg zxabfra fkrfülk~l%lzxfkdi~lnf y zxaeasfx fk gl baevkidld vk lehifktfrf`vxa y rlka+

4ZXFZLXLBIÒK

ZXACFRIAKLG

6Fslgþl glr olhigidldfr' bakabieifktar' blzlbidldfr ybaezftfkbilr zxacfriaklgfr |vf xf|vifxf fg dabfktf zlxldfrlxxagglx rvr cvkbiakfr+

6 LKTI@×FDLD 6Rak gar lüar dfrfezfüldar baea dabfktf cxfktf l `xvzafk fdvblbiòk hìribl zþhgibl+



ZÌ@IKL 8 DF <<FGLHAXLDA ZAX> XLE Y LTZ EL+ TFXFRL BÌ^LXFR BLXXIGGA


Zvktlnfr dfg Clbtax lkti`÷fdld

< :+8

8 :+42 :+3

4 :+?6 <+:

3 <+8

0 <+4

? <+3? <+?

<: 8+:

<< 8+8<8 8+4

<2 8+3

<4 8+?<6 2+:

<3 2+8

<0 2+4<? 2+3<9 2+?

8: 4+:

8< 4+8

88 4+4

82 4+384 4+?

86 a eìr 6+:

Clbtax Lbtisidldfr Babvxxibvglxfr



Clbtax Lbtisidldfr Babvxxibvglxfr



8+ Gl fslgvlbiòk df frtf Clbtax' rf ggfslxì l blha bak frtxibta lzfà l ga frtlhgfbida fk frtlr

Kaxelr y lg Zxabfdieifkta zlxl gl fslgvlbiòk df glr Lbtisidldfr Babvxxibvglxfr' tlg y

baea rf rfülgl fk gar Gikfleifktar @fkfxlgfr df Blxxfxl Elìrtfxilg+

2+ Rfxl xfrzakrlhigidld dfg dabfktf cxfktf l `xvza' dfg dixfbtax frbvfgl' dfg ikrzfbtax df

~akl' dfg nfcf df rfbtax' dfg nfcf df fkrfülk~l y dfg zfxraklg fk LTZ' lrf`vxlx gl

txlkrzlxfkbil' oakfrtidld y sfxlbidld dfg zxabfra df fslgvlbiòk+

4+ Gl Fslgvlbiòk dfg Clbtax Lbtisidldfr Babvxxibvglxfr bakridfxl gar ri`vifktfr tfelr>

<+ Caxtlgfbieifkta dfg lzxfkdi~lnf+

8+ Zxfzlxlbiòk zlxl blehia df

kisfg fdvbltisa+

2+ Zxfsfkbiòk df glr ldibbiakfr+

4+ Baevkidld rf`vxl+

6+ Oìhitar lgiefktibiar+

3+ Iktfxlbbiòk f|vitltisl y

xfrzftvarl+

0+ F|vidld df `ékfxa+

?+ Blezlülr frbaglxfr+

9+ Lbtisidldfr xfbxfltislr+

<:+ Lbtisidldfr lxtårtiblr+

<<+ Lbtisidldfr tfbkagòìblr+

<8+ Lbtisidldfr bvgtvxlgfr+

<2+ Lbtislbiòk cåribl+

<4+ Atxar |vf zxazak`lk gar

zlxtibizlktfr+

6+ Fg zlxtibizlktf fk fg Zxa`xlel dfhfxì dfrlxxagglx vka a eìr tfelr efdilktf fgZLTBE+

3+ Lbtisidldfr rv`fxidlr zlxl dfrlxxagglx gar ZLTBE' glr bvlg dfhfxìk rfgfbbiaklxrf df

lbvfxda bak gl sfxtifktf fk |vf zlxtibizf>

<+ Frtxltfìlr df lzxfkdi~lnf

frzfbåciblr zlxl bldl lri`kltvxl

8+ Lrfraxålr df `xvza+

2+ Lrfraxålr zfxraklgi~ldlr+

4+ Dirfüa lbtisidldfr df

sikbvglbiòk fktxf lri`kltvxlr+

6+ Lbtisidldfr df caefkta l gl

<<+ Dirfüa' fglhaxlbiòk y!a

vtigi~lbiòk df xfbvxrar

didìbtibar df evgtiefdil+

<8+ Ltfkbiòk l zldxfr+

<2+ Siritlr `vildlr /evrfar' ~aklr

lx|vfagòìblr' glhaxltaxiar'

ikdvrtxilr' fktxf atxlr)+





0+ Frtlr lbtisidldfr zadxìk xflgi~lxrf l fgfbbiòk dfg zlxtibizlktf> fk fg bfktxa df txlhlna'

cvfxl df ég' fk baktxltvxka' gar cikfr df rfelkl a fk fg zfxiada df xfbfra df bglrfr+ Fk

frtf þgtiea blra' rf bakridfxlxlk zlxl gl ri`vifktf ftlzl+

?+ Fg ZLTBE fr cgfihgf= fg dabfktf zvfdf baehiklx gar tfelr fgfìdar y txlhlnlxgar hlna vkl

a dicfxfktfr frtxltfìlr+ Ka fr ikdirzfkrlhgf |vf dfrlxxaggf vka dvxlktf tada fg bibga

frbaglx= zvfdf lri`klx vk zfxiada zlxl rv txltleifkta y zadxì lhaxdlx atxar tfelr+

9+ Fk gar |vikbf dålr kltvxlgfr zartfxiaxfr l gl zvhgiblbiòk df gl Baksabltaxil' fg zlxtibizlktf

dfhfxì iktf`xlx rv ZLTBE xfìrtxlxga lktf fg Bakrfna Tébkiba a f|vislgfktf df bldl

sfxtifktf+

<:+ Hiefrtxlgefktf' gar zlxtibizlktfr zxfrfktlxlk l gl ikrtlkbil fslgvldaxl gar lslkbfr df rv

ZLTBE+ Diboar lslkbfr dfhfk baikbidix bak ga frtlhgfbida tlkta fk fg bxaka`xlel df

lbtisidldfr ikbgvida fk fg bitlda ZLTBE' baea fk gl Cibol Hiefrtxlg df Rf`vieifkta+ Fg

Zxfridfktf dfg Bakrfna Tébkiba a f|vislgfktf iktf`xlxì y xfr`vlxdlxl fk vk lxboisa

frzfbiciba' vk fzfdifktf zlxl bldl zlxtibizlktf' bak gar tfrtieakiar y fsidfkbilr df rvr

lslkbfr+

<<+ Lvk|vf gar zlxtibizlktfr tifkfk |vf xfzaxtlx rvr lslkbfr bldl dar efrfr' bvlkda ga

bakridfxfk zfxtikfktf' zvfdfk bakrvgtlx l glr lvtaxidldfr zlxl xfragsfx dvdlr'

dicibvgtldfr y' fk blra kfbfrlxia' olbfx gar lnvrtfr zxabfdfktfr' l cik df baktlx fk tifeza

y caxel bak tadar gar fgfefktar |vf gfr zfxeitlk lgblk~lx glr eftlr zxazvfrtlr+

<8+ Fk gl zxiefxl rfelkl dfg efr df nvkia' gl ikrtlkbil fslgvldaxl lri`klxì fg zvktlnf dfg

clbtax Lbtisidldfr Babvxxibvglxfr |vf gf baxxfrzakdl l bldl zlxtibizlktf+ Frta rf olxì df

lbvfxda bak ga frtizvglda fk fg lzlxtlda df Zxabfdieifkta df frtf ikrtxvbtisa y bak hlrf

fk gar xfzaxtfr zlxbilgfr y rvr xfrzfbtislr fsidfkbilr+ Dibol zvktvlbiòk ka fbfdfxì df

8:+

<2+ LI ciklgi~lx gl fslgvlbiòk' fg Zxfridfktf dfg Bakrfna Tébkiba a f|vislgfktf' fktxf`lxì l glr

lvtaxidldfr baxxfrzakdifktfr bazil df gl bfdvgl df fslgvlbiòk dfhidlefktf xf|viritldl y





<+ Ikrvear dfg dil`kòrtiba>

ikcaxelbiòk frtldårtibl'

blxlbtfxårtiblr df gl zglktl

dabfktf y df gar lgvekar+

8+ Xfzaxtfr zlxbilgfr df glr

lbtisidldfr xflgi~ldlr+

2+ Eikvtlr df txlhlna+

4+ Xf`irtxar df ahrfxslbiòk+

6+ Fktxfsirtlr+

3+ Bvfrtiaklxiar+

0+ Cata`xlcålr+

?+ Lvdiar+

9+ Sidfar+

<:+ Caxeltar df fslgvlbiòk

dfhidlefktf xf|viritldar+

<<+ Atxlr |vf zxazak`lk gar

zlxtibizlktfr+

Zxabfdieifkta

Gar 8: zvktar lri`kldar zlxl fg Clbtax' rf iktf`xlk df gl elkfxl ri`vifktf> <: zvktar

baxxfrzakdfk lg dfrlxxagga' fk tifeza y caxel' df tadlr glr lbtisidldfr zxa`xleldlr y <: fk

cvkbiòk df glr oaxlr df rfxsibia |vf xflgi~l fg dabfktf cvfxl dfg oaxlxia df txlhlna+

Zlxl |vf vk zlxtibizlktf ahtfk`l olrtl 8: zvktar |vf fg Clbtax lri`klda' fr kfbfrlxia |vf xflgibf

tadlr glr lbbiakfr zxfsirtlr bxaka`xlel fk bldl vka df gar tfelr ikbgvidar fk rv ZLTBE |vf

olyl dfbidida dfrfezfülx cvfxl df rv oaxlxia df txlhlna+

ZXIEFXL SFXTIFKTF /Dabfktfr cxfktf l ̀ xvza)

Zlxl gar dabfktfr cxfktf l `xvza' fg zvktlnf df frtf Clbtax rf iktf`xlxì bak hlrf fk gl fslgvlbiòk

xflgi~ldl zax fg Bakrfna Tébkiba Frbaglx a f|vislgfktf= gar xfrvgtldar df gl fslgvlbiòk rfxlk

bakabidar zax fg Bakrfna Frbaglx df Zlxtibizlbiòk Rabilg+

Dibol ikrtlkbil df fslgvlbiòk' rf bakrtitvyf fk bldl zglktfg bak tadar gar zxacfraxfr dfg Bakrfna

Tébkiba Frbaglx a rv f|vislgfktf y vk xfzxfrfktlktf rikdiblg lbxfditlda zax gl Rfbbiòk

baxxfrzakdifktf dfg RKTF+ Rfxl zxfridida zax fg dixfbtax+





4+ Zxa`xlelbiòk bak baxtfr hiefrtxlgfr> Dfrbxihf lbtisidldfr' frtlhgfbf eftlr zlxl rv

xflgi~lbiòk fk zfxiadar df dar efrfr' xfrzakdf l glr zxf`vktlr ±|vé rf sl l olbfx1

±bòea rf sl olbfx1 ±dòkdf rf sl olbfx1 ±bvìkda rf sl olbfx1 ±bak |vé rf sl olbf 1 y

±|viék ga sl olbfx1

6+ Iezgfefktlbiòk> Fr fg dfrlxxagga df glr lbtisidldfr zxa`xleldlr+

3+ Rf`vieifkta> Sfxiciblx gl xflgi~lbiòk df glr lbbiakfr y fg bvezgieifkta df glr eftlr

zxa`xleldlr+

0+ Fslgvlbiòk> Frtielx gar xfrvgtldar df glr lbtisidldfr xflgi~ldlr y rv fcfbta fk fg zxabfra

fdvbltisa' bak rvr zxadvbtar' tfrtieakiar y fsidfkbilr+

Zlxl gl lri`klbiòk df zvktlnfr rf dfhfxì bakridfxlx gl fglhaxlbiòk dfg ZLTBE' rv bvezgieifkta y

glr oaxlr dfrfezfüldlr cvfxl df gl naxkldl glhaxlg' glr bvlgfr rfxìk zxazaxbiaklgfr l gl/r) zgl~l/r)

bak |vf zlxtibizl/k)+ Rf atax`lxlk olrtl <: zvktar>

8 zax gl fglhaxlbiòk dfg ZLTBE' rifezxf y bvlkda rf bvezgl bak gar xf|viritar

frtlhgfbidar+

?' baea eìiea' zax fg zaxbfktlnf df bvezgieifkta dfg ZLTBE+

Zvktlnf |vf gf baxxfrzakdf l bldl zaxbfktlnf zax fg bvezgieifkta df glr lbtisidldfr

zxa`xleldlr' bak hlrf fk gar xfzaxtfr hiefrtxlgfr y glr fsidfkbilr baxxfrzakdifktfr>

Zaxbfktlnf df bvezgiefkta Clbtax Zvktlnf<:: &

+:?

?+:

96 & 0+3

?6 & 3+?06 & 3+:

36 & 6+866 & 4+4





Gar atxar <: zvktar baxxfrzakdfk l glr oaxlr df rfxsibia xflgi~ldlr cvfxl df gl naxkldl df txlhlna'

rf lri`klxlk df lbvfxda l ga frtlhgfbida fk fg Lkfa <+

Fr xfrzakrlhigidld dfg fslgvlda xfsirlx gl sfxlbidld df gar dltar zfxraklgfr lrfktldar fk gl

Bfdvgl df Fslgvlbiòk y' ri fr kfbfrlxia' ragibitlx lg Zxfridfktf dfg Bakrfna Tébkiba a f|vislgfktf y

lg Xfzxfrfktlktf Rikdiblg lbxfditlda zax gl Rfbbiòk baxxfrzakdifktf dfg RKTF' |vf xflgibf glr

xfbticiblbiakfr |vf zxabfdlk+

L zlxtix df gl lri`klbiòk df zvktlnfr xflgi~ldl zax fg Bakrfna Tébkiba Frbaglx a f|vislgfktf' fg

Zxfridfktf iktf`xlxì gl blgiciblbiòk ciklg |vf gf baxxfrzakdf l bldl dabfktf+ Zlxl fgga' rvelxl gar

zvktlnfr baxxfrzakdifktfr lg bvezgieifkta df glr lbtisidldfr zxa`xleldlr bak gar dfg kþefxa df

oaxlr df txlhlna xflgi~lda df lbvfxda bak gl Tlhgl < y fg Lkfa <' xfrzfbtislefktf+

Gl zvktvlbiòk |vf ahtfk`l fg dabfktf rf lrfktlxì fk gl Bfdvgl df Fslgvlbiòk df glr Lbtisidldfr

Babvxxibvglxfr' frtf dabvefkta baktfkdxì glr cixelr y rfggar dfg Zxfridfktf dfg Bakrfna Tébkiba

Frbaglx a f|vislgfktf y dfg Xfzxfrfktlktf Rikdiblg lbxfditlda zax gl Rfbbiòk baxxfrzakdifktf dfg

RKTF' lrå baea' gl cixel dfg zlxtibizlktf+ Gl Bédvgl rf xf|viritlxì fk txfr tlktar' vka rf iktf`xlxl

lg fzfdifktf' atxa rf zxazaxbiaklxl lg dabfktf y fg tfxbfxa rf fktxf`lxl l gl lvtaxidld

ikefdiltitl rvzfxiax' zlxl gar txleitfr |vf zxabfdlk+

Ikbakcaxeidldfr

Ri fg zlxtibizlktf ka frté df lbvfxda bak fg zvktlnf lrfktlda fk gl Bédvgl df Fslgvlbiòk'

dirzakdxì olrtl df bvltxa dålr oìhigfr zlxl ikbakcaxelxrf lktf fg Zxfridfktf dfg Bakrfna

Tébkiba a f|vislgfktf y fg Xfzxfrfktlktf Rikdiblg lbxfditlda zax gl Rfbbiòk baxxfrzakdifktf dfg

RKTF zlxl |vf baksa|vfk' vkl sf~ bvezgida fg zgl~a df xfbfzbiòk df glr zarihgfrikbakcaxeidldfr l rfriòk ftxlaxdiklxil dfg Bakrfna Tébkiba a f|vislgfktf+ Lktf fg bvlg gar

zlxtibizlktfr zxfrfktlxlk glr fsidfkbilr y tfrtieakiar |vf xfvkifxak dvxlktf tadl gl ftlzl fk



ZÌ@IKL ? DF <<FGLHAXLDA ZAX> XLE Y LTZ EL+ TFXFRL BÌ^LXFR BLXXIGGA


y baevkiblx zax frbxita lg zlxtibizlktf' rv kvfsa clgga y glr xl~akfr |vf ga cvkdlefktlk' fg bvlg

rfxì iklzfglhgf+ Df zxabfdfx gl ikbakcaxeidld rf xf|viritlxì gl kvfsl Bfdvgl+

Lkfa <

Zvktlnf lri`klda zax fg dfrfezfüa df oaxlr ftxl bglrf a ftxl naxkldl fk fg

bvezgieifkta df glr lbtisidldfr dfg ZLTBE +

Zgl~lr df zxffrbaglx' zxielxil' rfbvkdlxil y `xvzar lcikfr+

Oaxlr df naxkldl Oaxlr ftxl bglrf aftxl naxkldl

Clbtax Zvktlnf

4? oaxlr

?:

:+<86

<:

06 9+2036 ?+<8

66 3+?0

46 6+38

26 4+2086 2+<8<6 <+?0

<: <+86

23 l 48 oaxlr

36

:+<62

<:

3: 9+<?

6: 0+36

4: 3+<82: 4+69

86 2+?8

8: 2 :3





Oaxlr df naxkldl Oaxlr ftxl bglrf aftxl naxkldl

Clbtax Zvktlnf

2: 3+6<86 6+488: 4+24

<6 2+86

<: 8+<06 <+:?

Df 8< l 86 oaxlr

2?

:+832

<:

26 9+8:2: 0+?9

86 3+608: 6+83

<6 2+94

<: 8+326 <+2<

4 <+:6

Df <3 l 8: oaxlr

2:

:+222

<:86 ?+28

8: 3+33<6 4+99

<: 2+22

? 8+330 8+22

6 <+33

4 <+22

8: <:

<6 0+6



ZÌ@IKL <: DF <<FGLHAXLDA ZAX> XLE Y LTZ EL+ TFXFRL BÌ^LXFR BLXXIGGA


FNFEZGA

Oaxlr ftxl bglrf a ftxl

naxkldl Oaxlr df naxkldl Clbtax Zvktlnf

23 l 48 oaxlr :+<62 6+?<2< l 26 oaxlr :+<?< 3+?0

83 l 2: oaxlr :+8<0 ?+84

8?8< l 86 oaxlr :+832 0+23

<3 l 8: oaxlr :+222 9+28

<? <: l <6 oaxlr :+6 9

Bédvgl df fslgvlbiòkGL bédvgl baktifkf gar eirear fgfefktar df idfkticiblbiòk> Kaehxf' XCB bak oaeakieil' BVXZ'

Bglsf dfg B+T+' Tvxka' Cagia df gl ftlzl' Fktidld' Bibga frbaglx' Dål' Efr y Lüa+

Fg xfbvldxa df fslgvlbiòk fr baea fg |vf ri`vf>

FNFEZGA> Ri vk dabfktf bak 23 oaxlr df naxkldl' fglhaxl baxxfbtlefktf rv ZLTBE y bvezgf fk vk

?6 & i id d d 4: o g h d ì g i i n

BVEZGIEIFKTA DF GLR LBTISIDLDFR ZXA@XLELDLR

FGLHAXLBIÒK DFG ZLTBE

DFRLXXAGGA DF OAXLR CVFXL DF GL NAXKLDL GLHAXLG

TATLG

ZVKTAR

ZVKTAR

ZVKTAR

ZVKTAR



ZÌ@IKL << DF <<FGLHAXLDA ZAX> XLE Y LTZ EL+ TFXFRL BÌ^LXFR BLXXIGGA


ZLRFA NLXDÅK Y DAR DF LHXIG' CXLBB+ SIX@IKILHABL DFG XÅA' SFX+ EÉ_IBA+ B +Z+ 94894

/889)920:238

rfbnlsfxJoatelig+bae

ppp+clbfhaam+bae!rfbnlsfxTpittfx> Jrfbnlsfx

CIBOL HIEFRTXLG DF RF@VIEIFKTA

Cuadernillo Evaluacion 1era Vertiente

Documents

Transcript of Cuadernillo Evaluacion 1era Vertiente