plano curricular de economia

8/12/2019 Plano Curricular de Economia

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CD_XCXUXI _UREVCIV RIKCXODCOI XIOI_XM HE MDGIKM

HERMVXMJEDXI HE EOIDIJCM E DEGOCI_

=

=. IFLEOXIRrileoti he orcmi hi Oursi _upercir he Eoidijcm.

6. DIJE HI OUV_IKcoedocmturm ej Eoidijcm.

?. DQEKGrmhumi.

8. NMFCKCXMIKcoedocmhi.

5. OIDXE^XUMKC\MI HI OUV_IIs mrrmdlis cdstctuocidmcs e eoidjcois e m deoesschmhe omhm vez jmcir hms siocehmhes seregrmrej pir piktcoms airjmtmhms ej equckfrcis e pir jihekis siocieoidjcois sustedtmhis,mdteocpm m deoesschmhe he airjmr pessims oij uj perack e ujm oukturm hcsruptcvm oij ipmssmhi, iu selm, hitmr oijpetdocms divm vmgm he eoidijcstms he moirhi oij ircedtmespehmggcoms jucti prprcms e prepmrmhms pmrm m motumkchmhe.

Mi dvek hms ejpresms, is divis hesmacis, jeromhis e edqumhrmjedtis hm eoidijcm, requerejujm prepmrmi espeoacom his kcoedocmhis, oulm ircedtmi heve mtedher mi omjcdni e sedtchi

hi auturi, mdteocpmdhi deoesschmhes e mluhmdhi m siocehmhe m peroefer ms juhmdms.

M Kcoedocmturm ej Eoidijcm, vcsm airjmr eoidijcstms pmrm i souki ^^C, oulis hesmacis seoikiomj mi dvek hms oijpetdocms pmrm ms divms remkchmhes his pmses, ejpresms e jeromhis,quer mi dvek hms eoidijcms evikuhis, quer jesji di que se reaere mis pmses ejergedtes,oulis ocokis eoidjcois, sustedtmfckchmhe, cdvestcjedti e acdmdocmjedti, maerej omrmoterstcomsjuctm mhmptmhms.

I oursi he Eoidijcm hi C_RXM tej oiji prcdocpmk ifleotcvi airdeoer mis mkudis ujm skchmairjmi tercom, oidsikchmdhi tmjfj amses he oijpidedte prtcom, di edqumhrmjedti hmsocdocms eoidjcoms, kevmdhi estes m mhqucrcr oijpetdocms mfrmdgedtes, ocjedtmhms ej

oidneocjedti, cdivmi e motumkchmhe, que pmrm mkj he ser cdhcspedsvek vchm priacsscidmk,perjcte uj smuhvek trecdi cdtekeotumk que i nmfckctm e estcjukm m mhqucrcr ujm mtctuhe heestuhi e he perjmdedte mpredhczmgej pmrm i auturi.

Ms hcsocpkcdms fscoms dms rems hm Eoidijcm, Gesti, Acdmdms e Cdairjtcom, tj uj pesiheterjcdmdte dm airjmi he Eoidijcstms e si moijpmdnmhms pir hcsocpkcdms hms Ocdocms_iocmcs e pir hcsocpkcdms oijpkejedtmres he vrcis hijdcis.

Ms divms remkchmhes eoidjcoms, is hesmacis mi dvek his pmses e hms ejpresms, fej msscjoiji m prprcm oidoepi his equckfrcis e deoesschmhes cdstctuocidmcs, oidaridtmj ujpmrmhcgjm mssedte di amoti he pese ejfirm Mdgikm pissm maercr ujm peroedtmgejmpmredtejedte smtcsamtrcm he eoidijcstms iu kcoedocmhis dm rem hms ocdocms eoidjcoms, dm

remkchmhe di excstej kcoedocmhis ej djeri suacocedte que smtcsammj ms remcs deoesschmheshi pms, he moirhi oij ms excgdocms e edqumhrmjedti hms divms oijpetdocms.


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Este oursi pretedhe oidvcver di seci hms divms remkchmhes eoidjcoms, maercr todcoms e fimsprtcoms mi dvek his jmcs mvmdmhis jtihis e i usi omhm vez jmcir hms teodikigcms hecdairjmi e oijudcomi (XCO), oiji pmrte hi hesedvikvcjedti ocedtacoi todcoi mkomdmhipekm siocehmhe0 hi dvek iu mkomdoe oidtejpirdei hms Ocdocms Rehmggcoms e, ej espeocmk,his jtihis he edscdi0 m deoesschmhe mkj he que este priacsscidmk pissum ujm jmcirairjmi trmdsversmk s deoesschmhes sifermdm e ejpresmrcmk, msscj oiji is pkmdis he estuhique gmrmdtmj i hesedvikvcjedti he oidneocjedtis, nmfckchmhes e oijpetdocms germcs eespeoacoms he moirhi oij ms tedhdocms cdterdmocidmcs, he jmdecrm que m Omrrecrm mkomdoe issejpre oresoedtes pmhres excgchis dis prioessis he morehctmi ourrcoukmr hedtri hm dissmrem geigracom e mt cdterdmocidmk, oidstctuej rmzes que lustcacomj m mprivmi heste Rkmdihe Estuhi.

Edqumhrmhi di hesedvikvcjedti hi pms i Rkmdi he Estuhi tej oiji fmse is segucdtesamotires=2


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7

? MDI

= _EJE_XVE< =5 _EJMDM_ KEOXCQM_ 6 _EJE_XVE< =5 _EJMDM_ KEOXCQM_

HC_OCRKCDM_ X R XRX.

_JDX.

_JXHC_OCRKCDM_ X R XR

X._JD

X._JX

Jcorieoidijcm CC6 6 6 1 32

Jmorieoidijcm CC6 6 6 1 32

Eoidijetrcm = 6 = 8 12 Eoidijcm e AcdmdmsRfkcoms

6 = = 8 12

Acdmdms C 6 = = 8 12 Acdmdms CC 6 6 6 1 32

Okouki e Mdkcse he

Cdstrujedtis Acdmdoecris 6 6 6 1 32

Mvmkcmi he

Rrileotis e

Cdvestcjedtis

6 = = 8 12

Iptmtccvm C = = 6 8 12 Iptmtcvm CC = = 6 8 12

_ejcdrcis 3 - Xeikigcm Q= = 6 ?2

_ejcdrcis == -

Xeikigcm QC= = 6 ?2

_ejcdrcis =2 - Eoidijcm

Mdgikmdm - Rmrte C = = =2

_ejcdrcis =6 -

Eoidijcm Mdgikmdm -

Rmrte CC

= = =5

Xitmk _ejmdmk< 65 (jhcm cdokucdhi _ejcdrcis - 67) Xitmk _ejmdmk< 65 (jhcm cdokucdhi _ejcdrcis - 67)

6 MDI



_JDX.


X._JD

X._JX

Jcorieoidijcm C6 6 6 1 32

Jmorieoidijcm C6 6 6 1 32

Estmtstcom C6 = = 8 12

Estmtstcom CC6 = = 8 12

Oidtmfckchmhe Acdmdoecrm

6 = = 8 12

tcom e

Vespidsmfckchmhe

_iocmk

6 = = 8 12

Hcrecti Eoidjcoi e hm

Ejpresm6 6 8 12

Gesti Acdmdoecrm6 = = 8 12

_iocikigcm 6 = ? 85 Jetihikigcms heCdvestcgmi

6 6 6 1 32

Cdgks Xodcoi - Eoidijcm

e Acdmdms= = = ? 85

_ejcdrcis 7 -

Xeikigcm CQ= = 6 ?2

_ejcdrcis 5 - Xeikigcm CCC

= = 6 ?2

_ejcdrcis > -

Ejpreedhehircsji -

Rrileoti CC

= = =5

_ejcdrcis 1 -

Ejpreedhehircsji -

Rrileoti C

= = =5


Xitmk _ejestrmk< 825 Xitmk _ejestrmk< ?75XIXMK MDUMK< >=2


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3

5 MDI



_JDX.


X._JD

X._JX

Eoidijcm Cdterdmocidmk6 = = 8 12

Xutircm e Rrileoti CC -

Xrmfmkni Acdmk= 8 = 8 12

Rikctcom Eoidjcom e

Motcvchmhe Ejpresmrcmk6 = = 8 12

Xrmfmkni Acdmk> 6 =2 =52

Xutircm e Rrileoti C -

Xrmfmkni Acdmk= 8 = 1 32

Kmf.Mdkcse hm

Cdairjmi

Eoidjcom e

Ejpresmrcmk CCC

8 6 1 32

Kmf.Mdkcse hm

Cdairjmi Eoidjcom e

Ejpresmrcmk CCC

6 6 6 1 32

_cjukmi / Estgci /

Cdoufmhirm 8 8 12

_cjukmi / Estgci /

Cdoufmhirm8 8 12

_ejcdrcis => -

Xeikigcm ^= = 6 ?2

_ejcdrcis =7 - Xeikigcm

C^= = 6 ?2

Lirdmhms he Eoidijcm

CC= =5

Lirdmhms he Eoidijcm C = =5


Xitmk _ejestrmk< 825 Xitmk _ejestrmk< 825

XIXMK MDUMK< >=2


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=2

VE_UJI HE OMVGM NIVVCM= Mdi >=2

6 Mdi >=2

? Mdi >=2

8 Mdi >=2

5 Mdi >=2

Xitmk he Nirms hi Oursi 8252

KegedhmX._JD< Xejpis _ejmdmcs0 X._JX< Xejpis

_ejestrmcs

6=. OIVRI HIOEDXEAirjmi hi priaessir< Xihis is priaessires heveri pissucr espeocmkczmi, jestrmhiiu hiutirmhi dms rems espeoacoms.

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