Proposta Resolução Exame Occ Maio de 2021 Manha
August 16, 2022 | Author: Anonymous | Category: N/A
Short Description
Download Proposta Resolução Exame Occ Maio de 2021 Manha...
Description
[_L[LRYM _NRLH^ÀÂL NWMJN [_L[LRYM NWM JN LBB ?5 IN JMEL IN ?;? ?;?= = - Jmdg Jmdgâ â (Vnr (Vnr s âl M) M) ]unstâl = _nsplstm3 m) L bldtmoehestm bnrtefebmil inse`dmil bljl ierntlr tåbdebl nj rnspldsmoeheimin rnspldsmoeh eimin iesbephedmr iesbephedmr
Mrte`l ?;.³ d.³ 9 il NLBB
]unstâl ? _nsplstm3 b) Ml Bldsnhgl Ierntevl.
Mrte`l 7?.³ il NLBB
]unstâl 2 _nsplstm3 o) 9 iems mpòs m imtm im lblrrãdbem.
Mrte`l =?.³-M d.³ 2 o) il NLBB
]unstâl 9 _nsplstm3 b) ^j bldtmoehestm bnrtefebmil dljnmil pnhms ndteimins m qunj prnstm snrveàls pmrm suostetuer l bldtmoehestm bnrtefebmil nj bmsl in ejpniejndtl. Mrte`l =?.³ d.³ = il NLBB ‘… pnhl pnhl rnprnsndtmdtn hn`mh ims rnfnreims rnfnreims ndteimins.‚ ndteimins.‚
]unstâl > _nsplstm3 b) ^j mtevl fexl tmd`êvnh in 297 ;;; N^_ n uj suosêiel dl bmpetmh pròprel in ?6= ;;; N^_.
Vmhlr inprnbemàâl mdumh :
9;;;;;
: =6 ;;;₨
?>
Inprnbemàâl jndsmh : = 222,22₨
Vmhlr im inprnbemàâl in ?;=0 :
2
x =6 ;;; : 9 ;;;₨
=?
Vmhlr ims inprnbemàþns inprnbemàþns mbujuhmims mtå ?;?; : =6 ;;; x 2 + 9 ;;; : >? ;;;₨
Vmhlr il MFY m 2=/=?/?;?; : 9;; ;;; ‒ >? ;;; : 297 ;;;₨
Vmhlr il suosêiel m 2=/=?/?;?; : (=-
25
) x 2;; ;;; : ?6= ;;;₨
2;;
(Veim óteh nj jnsns : =? x ?> : 2;; jnsns) (Jnsns inblrreils inblrreils insin m bljprm il MFY : 2 + =? +=? +=? : 25 jnsns)
]unstâl 6 _nsplstm3 m) ^j iefnrejndtl in rndiejndtls in ? 9;; N^_. N^_ .
@mstls nstejmils edblrreils : =?;;; x 2;% : 2 6;;₨ (Nstn å l vmhlr il råietl m rnbldgnbnr nj ?;?;) Vmhlr fmturmil : 6 ;;;₨ ↟ _nbnoejndtl nj ?;?;, plråj l råietl in ?;?; å in mpndms 2 6;;₨, pnhl qun l rnstmdtn snrí rndiejndtl in ?;?=. ↟ _nbldgnbejndtl
in uj iefnrejndtl dl vmhlr in 6 ;;; ‒ 2 6;; : ? 9;;₨
]unstâl 0 _nsplstm3 o) 6; ;;;,;; N^_.
]umdtem Nsbreturmim 4 Vmhlr rnbupnrívnh ↟ Mtevl nstí nj ejpmreimin Vmhlr im pnrim plr ejpmreimin : 6>; ;;; ‒ >?; ;;; : =2; ;;;₨ ]umdil ujm ^@B sn ndbldtrm nj ejpmreimin, prejnerl rnbldgnbnjl rnbldgnbnjlss nssm pnrim dl @lliwehh sn nstn nxester n l vmhlr rnjmdnsbndtn å rnpmrteil pnhls rnstmdtns mtevls pnrtndbndtns m nssm ^@B, dujm omsn prò-rmtm. prò -rmtm. Vmhlr im pnrim plr ejpmreimin rnjmdnsbndtn : =2; ;;; ‒ >; ;;; : 7; ;;;₨ _uorebm
Vmhlr
[nrbndtm`nj
Niefêbel Nquepmjndtls
9>; ;;; =>; ;;;
0> % ?> %
[nrim plr ejpmreimin m rnbldgnbnr 7; ;;; x 0>% : 6; ;;; 7; ;;; x ?>% : ?; ;;;
mijedestrmtevls Yltmh
6;; ;;;
=;; %
>?; ;;;
]unstâl 7 _nsplstm3 m) =,;9? N^_.
Dójnrl jåiel in màþns nj berbuhmàâl nj ?;?; ↟ 0> ;;; màþns iurmdtn ? jnsns, 67 ;;; màþns iurmdtn 6 jnsns, 0= >;; màþns iurmdtn 2 jnsns n 5= >;; màþns iurmdtn = jãs Fmzndil ujm jåiem pldinrmim vmjls tnr3 màþns 0>;;;
0>;;;∐?+67;;;∐6+0=>;;∐2+5=>;;
[nhl qun l rnsuhtmil plr màâl erí snr3 0?;;; ≇ =,;9?₨/màâl
=?
: 0? ;;;
]unstâl 5 _nsplstm3 b) Rmhil brnilr in => >;; N^_ nj ‘EVM m pm`mr‚ n rnstmdtns suobldtms blj smhil duhl.
Ynjls in trmdsfnrer ls smhils in tlims ms suobldtms mprnsndtmims pmrm m bldtm ‘EVM Mpurmjndtl‚ il il sn`uedtn jlil3 jlil3 ?92> - EVM M[^_MJNDYL
(?92?) (?929=) (?920)
=0>;; 0>; ?>;;
?00>; (?922) ?>;; (?929?) 6;;; (?926)
Rmhil im bldtm ?92> : (=0>;; + 0>; + ?>;;) ‒ (?00>; + ?>;; + 6;;;) ↟ Vmhlr il iåoetl ?; 0>;₨ n vmhlr il bråietl 26 ?>;₨, pnhl qun tnrnjls uj smhil brnilr dl vmhlr in 26 ?>; ‒ ?; 0>; : => >;;₨ (ujm vnz qun bråietl 4 iåoetl)
]unstâl =; _nsplstm3 m) 2?> N^_.
Mrte`l =0.³ d.³ > il BEJY
]unstâl == _nsplstm3 o) M inprnbemàâl il mtevl dâl å mbnetn fesbmhjndtn.
Mrte`l ??.³ d.³ = o) il BE_B
]unstâl =? _nsplstm3 i) Mpndms nstâl sucnetls n dâl esndtls in E_B, ls rndiejndtls in dmturnzm prniemh.
Mrte`l ==.³ d.³ 2 il BE_B
]unstâl =2 _nsplstm3 m) 6 7;; N^_.
L vmhlr il EVM m ndtrn`mr ml nstmil å imil pnhl vmhlr il EVM hequeimil. L rnbnoejndtl il suosêiel dâl nstí sucnetl m EVM. M mqueseàâl ils snrveàls in bldstruàâl beveh ií iernetl ë iniuàâl il EVM pm`l n dâl ndtrm pmrm l vmhlr m hequeimr. Dm vndim in mrte`ls in vnstuírel dm hlcm il [lrtl l ejplstl tlrdm-sn nxe`êvnh m pmrter inssn jljndtl (Mrt. 0.³ d.³ = m) il BEVM), ë tmxm in ?2% (Mrt. =7.³ d.³ = b) il BEVM) ?; ;;; x ?2% : 96;;₨.
L jnsjl mbldtnbn blj m vndim in mrte`ls dm hlcm il Fudbgmh, jms m ujm tmxm iefnrndtn (Mrt. =7.³ d.³ 2 o) il BEVM) =; ;;; x ??% : ? ?;;₨ EVM Hequeimil : 9 6;; + ? ?;; : 6 7;;₨
]unstâl =9 _nsplstm3 m) Rej. lu sncm,=6 ;;; N^_Ynrí in rn`uhmrezmr m fmvlr il Nstmil =6/?; mvls il EVM iniuzeil,
Mrte`l ?9. » d.» 6 b) il BEVM n mrte`l 5. » d.» ?5 il BEVM
]unstâl => _nsplstm3 o) 29 >;; N^_. ?;;;;
@rmu in utehezmàâl : 2?;;; : 6?,>% Bustls Fexls m ejputmr : 6?,>% x 9; ;;; : ?> ; ;;₨ (Dl sestnjm in bustnel vmreívnh dndguj bustl fexl å ejputmil, hl`l l vmhlr il BEDE blrrnspldin ë tltmheimin in bustls fexls) Bustls Vmreívnes : 6 x ?; ;;; : =?; ;;;₨ Yltmh in Bustls : =?; ;;; + ?> ;;; : =9> ;;;₨ ↟ Bustl ^detírel :
=9>;;; ?;;;;
: 0,?>₨
_nsuhtmil Orutl : Vndims ‒ Bustl ims Vndims ‒ Bustls Ediustremes dâl Edblrplrmils Vndims : =; x =7 ;;; : =7; ;;;₨ Bustl ims vndims : 0,?> x =7 ;;; : =2; >;;₨ Bustls Ediustremes dâl edblrplrmils : 9;;;; ‒ ?> ;;; : => ;;;₨ _nsuhtmil Orutl : =7; ;;; ‒ =2; >;; ‒ => ;;; : 29 >;;₨
]unstâl =6 _nsplstm3 m) Ms qumdteimins prliuzeims rnmes lu nfntevms, snj infnetl.
Dnstm setumàâl dâl nxestnj udeimins infnetulsm mdlrjmes.
]unstâl =0 _nsplstm3 b) Ils onds il mtevl ejloehezmil, mphebmdil-sn l rn`ejn prnvestl dl d.³ >, il mrte`l ?9.³ il Bòie`l il EVM, sn miquereils dls óhtejls > mdls (onds jòvnes), lu ?; mdls (onds ejòvnes) n ils edvndtírels rnjmdnsbndtns dl fedmh il mdl mdtnrelr ml ed`rnssl dl dlvl _n`ejn.
Mrte`l ?9.³ d.³ 2 b) il BEVM B EVM
]unstâl =7 _nsplstm3 o) 5 0;; N^_.
Invnj snr edbhuêims dl smhil im bldtm ?9= ls pm`mjndtls plr bldtm in E_B, ms rntndàþns dm fldtn nfntumims pnhl Omdbl n ms rntndàþns dm fldtn in E_B 6 ;;;+? ;;;+= 0;; : 5 0;;₨
]unstâl =5 _nsplstm3 b) L vmhlr in mhendmàâl fle in =2 20> N^_ n ms inprnbemàþns mbujuhmims msbndiemj m =6 6?> N^_.
Jnsns inblrreils insin insin m imtm in mqueseàâl : 9 + =? + 2 : =5 jnsns =5
]umdtem Nsbreturmim im vemturm nj moreh moreh in ?;?; : 9? ;;; x (= - 97 ) : ?> 20>₨ Inprnbemàþnss mbujuhmims : 9? ;;; ‒ ?> 20> : =6 6?>₨ Inprnbemàþn Vmhlr im mhendmàâl : ?> 20> ‒ =? ;;; : =2 20>₨
]unstâl ?; _nsplstm3 m) ^jm mhtnrmàâl in nstejmtevm bldtmoehêstebm n l nfnetl inssm mhtnrmàâl rnbldgnbeil prlspnbtevmjndtn. prlspnbtevmjndtn.
DB_F 9, pmrí`rmfls > n ?5
]unstâl ?= _nsplstm3 i) Dndgujm ims mferjmàþn mferjmàþnss mdtnrelrns nstí blrrntm.
DB_F ?0, pmrí`rmfl =;
]unstâl ?? _nsplstm3 b) ?? ;;; N^_
Bljl cí feznjls uj bldtrmtl ldin ernjls vndinr ms vnhms plr ?> ;;;₨, dâl nxestn ejpmreimin, ujm vnz qun cí tnjls m vndim `mrmdtem n m jnsjm snrí fnetm plr uj vmhlr supnrelr ml bustl in mqueseàâl, plr essl l iesplstl dm DB_F =7 pmrí`rmfl 5 dâl å mphebívnh dnstm setumàâl, hl`l l bustl ims vnhms nstmrí rnbldgnbeil plr ?,?;₨ plr
udeimin.
]unstâl ?2 _nsplstm3 o) Iefnreil n mjlrtezmil iurmdtn l pnrêlil pnhl qumh sn nspnrm qun l mtevl sncm usmil.
DB_F 5, pmrí`rmfl 95
]unstâl ?9 _nsplstm3 i) @mstls il pnrêlil dl vmhlr in 9 5;; ;;; N^_.
DB_F 6, pmrí`rmfls >? n >>
]unstâl ?> _nsplstm3 o) Dâl plin snr bmpetmhezmil dl pnrêlil bljprnndieil ndtrn m imtm im bldtrmtmàâl n m imtm il edêbel im bldstruàâl.
DB_F =;, pmrí`rmfl =0
]unstâl ?6 _nsplstm3 m) ^tehezmr ediebmilrns fedmdbnerls n dâl fedmdbnerls blj rnhmàþns bmusmes ndtrn nhns.
]unstâl ?0 _nsplstm3 o) Å ediefnrndtn m utehezmàâl im fòrjuhm in bustnel FEFL lu bustl jåiel pldinrmil sn dâl tevnrjls edvndtírel edvndtírel edebemh in prliuàâl nj bursl.
]unstâl ?7 _nsplstm3 m) 26% pmrm [[-= n 69% pmrm [[-?.
[[= : ?9; ;;; ‒ 6; ;;; : =7; ;;;₨ [[? : 26; ;;; ‒ 9; ;;; : 2?; ;;;₨ Vmhlr tltmh in bustls snj bustls nspnbêfebls : 2?; ;;; + =7; ;;; : >;; ;;;₨ [nrbndtm`nj in bustls bldcudtls m mtreouer m [[= :
=7; ;;; >;; ;;;
: 26%
[nrbndtm`nj in bustls bldcudtls bldcudtls m mtreouer m [[? : =;;% - 26% : 69%
]unstâl ?5 _nsplstm3 b) = 9;; N^_ fmvlrívnh.
Insvel prnàl MM: 9;;; a` (= (= ₨/a` - ;,7 ₨/a`) : 7;; ₨ (fmvlrívnh) OO: ?;;; a` (;,> ₨/a` - ;,2 ₨/a`) : 9;; ₨ (fmvlrívnh) Yltmh insvel prnàl =.?;;,;; ₨ (fmvlrívnh)
Bldsujl in jmtårems-prejms jmtårems-prejms ^deimins nquevmhndtns qun bldsujermj jmtårems-prejms dl pnrêlil : =;;; (mbmomims) - 6; (dl EE) + =;; (dl EF) : =;9; udeimins ]umdteimin pmirâl pmirâl in jmtnremh MM : =;9; * 9 : 9=6; a` ]umdteimin pmirâl pmirâl in jmtnremh OO : =;9; * ? : ?;7; a`
Insvel qumdteimin MM : = ₨/a` (9=6; a` a` - 9;;; a`) : =6; ₨ (fmvlrívnh) OO : ;,> ₨/a` (?;7; a` - ?;;; a`) : 9; ₨ (fmvlrívnh)
Yltmh insvel qumdteimin ?;;,;; ₨ (fmvlrívnh) Yltmh insvels jmtårem-prejm : =.?;;,;; + ?;;,;; : =.9;;,;; ₨ fmvlrívnh
]unstâl 2; _nsplstm3 o) Il vmhlr in vndim pltndbemh im prliuàâl
]unstâl 2= _nsplstm3 o) M jmr`nj in bldtreoueàâl udetírem vmrem dl jnsjl jldtmdtn, jms nj sndteil edvnrsl.
]unstâl 2? _nsplstm3 o) M trmdsjessâl in ujm vemturm he`nerm in pmssm`nerls jlveim m `msòhnl, plr pmrtn in ujm njprnsm qun rnmhezm njprnetmims in bldstruàâl beveh, qun gmvem seil miquereim, nj tnrretòrel dmbeldmh, dl nstmil in dlvm.
Mrte`l 2.³, dójnrls 9 n > n Mrte`l 9.³ d.³ > il BEVM
]unstâl 22 _nsplstm3 i) Duj mvesl in hmdàmjndtl rnbnoeil il omdbl ldin m njprnsm tnj bldtm omdbírem.
Mrte`l ?2.³ d.³ 9 m) il BE_B
]unstâl 29 _nsplstm3 o) Lblrrnu m bnssmàâl im mteveimin pmrm ms slbenimins edblrplrmims, blj nfnetls m 2; in moreh in ?;?=.
Mrte`l 7.³ d.³ == il BE_B
]unstâl 2> _nsplstm3 o) ^j rndiejndtl im bmtn`lrem M il E_R, jms dâl sucnetl m rntndàâl dm fldtn.
Mrte`l ?.³ d.³ 2 o) pldtl 6 il BE_R
]unstâl 26 _nsplstm3 b) L bldtmoehestm invn `mrmdter qun m bldtmoeheimin n ms inbhmrmàþns fesbmes bujprmj ms dlrjms bldtmoehêstebms n fesbmes nj ve`lr.
Mrte`l =;.³ d.³ = m) n o) il NLBB
]unstâl 20 _nsplstm3 i) Jltevl pmrm m mfnreàâl im fmhtm in eildneimin pmrm l nxnrbêbel im prlfessâl.
Mrte`l =6.³ d.³ ? m) il NLBB
]unstâl 27 _nsplstm3 o) _nbusmr-sn m mssujer m rnspldsmoeheimin rnspldsmoeheimin pnhl ndbnrrmjndtl ims bldtms n ndvel ims inbhmrmàþns fesbmes.
Mrte`l =?.³ dójnrls ? n 2 il BIBB
]unstâl 25 _nsplstm3 b) M rnspldsmoeheimin iesbephedmr il bldtmoehestm bnrtefebmil, bmsl sn prlvn
qun fle plr buhpm sum l edbujprejndtl il prmzl. Mrte`l ==.³ il BIBB
]unstâl 9; _nsplstm3 m) Å mijessêvnh, insin qun mutlrezmim pnhl pnhlss pròprels.
Mrte`l 0=.³ d.³ ? il NLBB
View more...
Comments