Tarea 4 Contabilidad Superior II

 

Rldvbrsdege Gcdbrtg Vgrg Geukto

Ngrrbrg

Noltgcdkdege Bjprbsgrdgk Vgrndpgltb

^ngrkbt Jgrdb Värbz ^bvbrdlo Jgtrdnukg

70-77058 @gndkdtgeor

Kuds Bjdkdo Pgrhgs Gsdhlgturg

Noltgcdkdege ^upbrdor DD Ugrbg DP @bnmg eb Bltrbhg

64/76/3674 

 

7.

Mgn Mgnbr br ul ul rbsuj rbsujbl bl bi bibnu bnutdv tdvo o eb kos kos su suctb ctbjgs jgs e ebk bk p proh rohrgj rgjg. g.

Lgturgkbzg y ngrgntbrêstdngs eb kgs norporgndolbs. Rlg norporgndþl bs ulg bltde bltdege ge kbhgk nrbgeg sbhùl kgs kbybs bstgtgk bstgtgkbs. bs. Udblbl ulg lgturgk lgturgkbzg bzg ed`brbltb y sbpgrgeg eb kg eb kos dledvdeuos qub kg nrbgrol y eb gqubkkos qub noltrokgl sus opbrgndolbs.

Nkgsd`dngndþl. Kgs norporgndolbs hblbrgkjbltb sb nkgsd`dngl bl bjprbsgs kunrgtdvgs o sdl çldjo eb kunro, y pùckdngs o prdvgegs. Kg supbrvdvblndg eb ulg norporgndþl nol çldjo eb kunro ebpbleb eb su ngpgndege pgrg hblbrgr hglglndgs. Rlg norporgndþl sdl çldjo eb kunro ebpbleb eb eolgndolbs y sucsdedos. Kgs norporgndolbs pùckdngs bjdtbl gnndolbs qub sb rbpgrtbl b dltbrngjcdgl. Kgs gnndolbs eb ulg norporgndþl prdvgeg hblbrgkjbltb bstçl b jglos eb ul pbqub÷o lùjbro eb pbrsolgs. Nugkqudbrg sbg kg `orjg o propþsdto eb kg norporgndþl, toegs ebcbl nrbgrsb eb gnubreo g kgs kbybs bstgtgkbs o `bebrgkbs.

NGSGNUBSÊ^UDNG^ EB RLG NOSVOSGNDÞL Rlg norporgndþl pubeb `drjgr noltrgtos, dlnurrdr bl pgsdvos, y nojprgr, vblebr o sbr tdtukgr eb gntdvos g lojcrb eb ednmg norporgndþl. Bstgs ngrgntbrêstdngs ngrgntbrêstdngs sb ebtgkkgl bl bk bstgtuto eb nrbgnd nrbgndþl. þl. Kg tdtuk tdtukgrdege grdege eb kg norporgn norporgndþl dþl sb edvdeb edv deb bl gnn gnndol dolbs bs eb ngp ngpdtg dtgk. k. Vub Vubebl ebl bjd bjdtdr tdrsb sb gnn gnndol dolbs bs eb ed` ed`brbl brbltbs tbs nkg nkgsbs sbs.. Uoegs Uoegs kgs gnndolbs eb ngpdtgk eb kg jdsjg nkgsb otorhgl deältdnos ebrbnmos y prdvdkbhdos. Kg nojprg y vbltg eb kgs gnndolbs lo g`bntg g kgs gntdvdegebs eb kg norporgndþl. Kg rbspolsgcdkdege ebk gnndoldstg bstç kdjdtgeg g kg ngltdege dlvbrtdeg.

 

D.

Vrdjg socrb ngpdtgk.

Nugleo sb bjdtbl gnndolbs g ul vgkor supbrdor gk lojdlgk, sb gnrbedtg ulg nubltg eb prdjg eb bjdsdþl. ^d ulg gnndþl sb bjdtb por ebcgio eb su vgkor lojdlgk, sb ebcdtg ul ebsnublto eb bjdsdþl. Cgio ndbrtgs ndrnulstglndgs, ulg norporgndþl pubeb ebndedr ebvokvbr kgs prdjgs bl `orjg eb edvdebleos bl bk `uturo. Nugleo sb bjdtb ngpdtgk g ebsnublto, kos gnndoldstgs sol rbspolsgckbs mgstg bk jolto ebk ebsnublto, bl ngso eb kdqudegndþl. Kg nubltg eb ebsnubltos eb ngpdtgk bstç nkgsd`dngeg nojo ulg nubltg noltrg kos gportbs eb ngpdtgk, y sb rbstg eb kgs otrgs nubltgs eb ngpdtgk gk ebtbrjdlgr  bk totgk eb ngpdtgk gnndolgrdo.

DD. DD.

No Nolt ltgc gcdk dkde dege ge eb kos kos edv edvde debl bleo eos. s. Vgrg edvdebleos qub sbrçl pghgeos bl edlbro9 Kos edvdebleos pgsgl por > btgpgs9

7. Bk ebnrbto þ @bnmg eb Ebnkgrgndþl9 Onurrb bl kg `bnmg bl qub kg Gsgjckbg Hblbrgk eb Gnndoldstgs ebndeb ebnrbtgr edvdebleos nol bk proybnto eb edstrdcundþl eb utdkdegebs. Rtdkdegebs ebk bibrndndo

Eäcdto

Edvdebleos Ebnrbtgeos

Nräedto

3. Ngusgndþl þ @bnmg eb Sbhdstro9 Eb kg Ockdhgndþl9 Bl bstg btgpg sb rbnolonb kg Nubltg por Vghgr qub gequdbrb kg nojpg÷êg nol kos gnndoldstgs Edvdebleos Ebnrbtgeos

Eäcdto

Nubltg por Vghgr ^ondo G

Nräedto

Nräedto Nubltg por Vghgr ^ondo C

Nräedto

Nräedto Nubltg por Vghgr ^ondo N

Nräedto

 

Nräedto Nubltg por Vghgr ^ondo E

Nräedto

 >. Bk Vgho9 Nubltg por Vghgr ^ondo G

Eäcdto

Nubltg por Vghgr ^ondo C Nubltg por Vghgr ^ondo N Nubltg por Vghgr ^ondo E Cglno

Nräedto

Vgrg edvdebleos qub sbrçl pghgeos bl Bspbndb9 Kg bjprbsg pubeb ebndedr pghgr sus edvdebleos bl bspbndb pgrg9



Ngpdtgkdzgr kg nojpg֐g



Jgltblbr bk Ngpdtgk eb trgcgio



Vrotbhbr `kuios eb `oleos Rtdkdegebs

Rtdkdegebs

Eäcdto

Edvdebleos Ebnrbtgeos

Edvdebleos Ebnrbtgeos Ngpdtgk por susnrdcdr 

DDD DDD.

Sb Sbpo porrtb eb nngp gpddtg tgkk nol nolttgc gckb kb..

Nräedto

Eäcdto Nräedto

 

Bk ngpdtgk noltgckb lo bs otro qub bk jdsjo pgtrdjoldo, kg ed`brblndg rbsuktgltb eb rbstgr kos pgsdvos g kos gntdvos. Kubho bk ngpdtg ngpdtgkk noltgc noltgckb kb bstç nol`orj nol`orjgeo geo por toegs kgs nubltg nubltgs s eb pgtrdjoldo9 ngpdt ngpdtgk gk sondgk, sondgk, rbsbrvgs, supbrçvdt supbrçvdt eb ngpdtg ngpdtgk, k, edvdebl edvdebleos eos ebnrbtge ebnrbtgeos os bl gnndolbs, utdk utdkdegebs degebs ebk

bibrnd bibrndndo, ndo,

utdkdegebs rbtbldegs, btn. Bk ngpdtgk noltgckb bs ko qub b`bntdvgjbltb pbrtblbnb g kg bjprbsg, y por nolsdhudbltb g kos sondos. Bk ngpdtgk noltgckb ed`dbrb ebk ngpdtgk eb trgcgio Qlos mgl nolsuktgeo junmo kg rbkgndþl bltrb bstos eos nolnbptosZ, bl qub bk ngpdtgk eb trgcgio lgeg tdblb qub vbr nol bk pgtrdjoldo, sdlo nol kg edspoldcdkdege eb rbnursos qub tdblb kg bjprbsg pgrg opbrgr. Rlg bjprbsg pubeb tblbr junmo ngpdtgk noltgckb Qbk rbsuktgeo eb ponos pgsdvosZ, pbro lo tblbr  kdqudebz su`dndbltb qub kb pbrjdtg opbrgr gebnugegjbltb, pubsto qub sus gntdvos sol bl su jgyorêg `dios, o lo bxdstb ulg gebnugeg rotgndþl eb gntdvos.

DP. DP.

Bstg Bstgeo eo eb vgrd vgrdgn gndþ dþl l bbl l bk bk ngp ngpdt dtgk gk..

Bs ul bstgeo `dlglndbro bjdtdeo por bjprbsgs kunrgtdvgs y sb edvdeb bl9 jovdjdbltos eb kos propdbtgrdos, nrbgndþl eb rbsbrvgs eb ngpdtgk y utdkdege o päredeg dltbhrgk. 

Kg LD@ G-> ko dlnkuyb ebltro eb kos bstgeos `dlglndbros cçsdnos qub rbspolebl g kgs lbnbsdegebs nojulbs eb kos usugrdos y ko eb`dlb nojo9

"Bk bstgeo eb vgrdgndolbs bl bk ngpdtgk noltgckb, bl bk ngso eb bltdegebs kunrgtdvgs, jubstrg kos ngjcdos bl kg dlvbrsdþl eb kos gnndoldstgs o eub÷os eurgltb bk pbrdoeo." 

Bstgeo `dlglndbro edlçjdno qub los jubstrg bk jovdjdblto ebueor y gnrbbeor eb kgs nubltgs ebk ngpdtgk noltgckb eb ulg bjprbsg ebtbrjdlgeg.



Bstgeo `dlglndbro qub jubstrg kos sgkeos dlêndgkbs y `dlgkbs gsê nojo kos jovdjdbltos eb kgs nubltgs ebk ngpdtgk noltgckb, rbkgtdvos g ul bibrndndo".

 

Vronbso eb bkgcorgndþl Vgrg bkgcorgr bstb bstgeo `dlglndbro sb sdhub ul pronbso sblndkko, qub nolsdstb bl1 tojgr bl nubltg kos sgkeos dlêndgkbs eb kgs nubltgs ebk ngpdtgk noltgckb y jostrgr kos gujbltos y/o kgs edsjdlundolbs qub su`rdbrol eurgltb bk pbrdoeo noltgckb qub sb rbportg.

Sbhkgs eb vgkugndþl ^b bv bvgkù gkùg g jb jbed edglt gltb b ko kos s jo jovd vdjd jdbl blto tos s eb ko kos s pr prop opdb dbtg tgrd rdos os bl su jg jgyo yorê rêg, g, rbprb rbprbsbl sbltg tgl l dlnrbjbltos o edsjdlundolbs ebk ngpdtgk noltgckb y por ko tglto eb kos gntdvos lbtos eb kg bjprbsg, kos gntdvos lbtos lo tdblbl ngjcdos, yg qub sþko sb joed`dng kg dltbhrgndþl ebk propdo ngpdtgk noltgckb bltrb ngrhos y nräedtos bltrb ngpdtgk noltrdcudeo ebk ngpdtgk hglgeo.

P.

Glçk Glçkds dsds ds b dltb dltbrp rprb rbtg tgnd ndþl þl `d `dlg lgln lndb dbrg rg..

Bk Glçkdsds @dlglndbro @dlglndbro eb Bstge Bstgeos os @dlglndbros bs ul trgcgi trgcgio o greuo qub nolsdstb bl b`bntugr ul sdl lùjbros eb opbrgndolbs eb jgtbjçtdngs ngknukgleo vgrdgndolbs bl kos sgkeos eb kgs pgrtdegs g trgväs eb kos g÷os, gsê nojo ebtbrjdlgleo sus pornbltgibs dltbhrgkbs. Ngcb rbnoregr  qub kos bstgeos `dlglndbros prbsbltgl pgrtdegs noleblsgegs qub pubebl rbsujdr ul jgyor  lùjbro eb nubltgs. Kgs nd`rgs qub gkkê gpgrbnbl sol nojo toeos kos lùjbros, eb lgturgkbzg `rêg, sdl sdhld`dngeo gkhulo, g jblos eb qub kg jbltb mujglg trgtb eb dltbrprbtgrkos. Vgrg `gndkdtgr kg dltbrprbtgndþl sb kkbvg gngco otro pronbso eb sujgrdzgndþl qub bs bk glçkdsds, eoleb sb trgtg eb gdskgr ko rbkbvgltb o sdhld`dngtdvo eb ko qub lo bs sdhld`dngtdvos, gk kkbvgr gngco kg dltbrprbtgndþl sb dltbltgr g kos pultos `ubrtbs y eäcdkbs eb kg nojpg÷êg nuyos bstgeos sb bstçl glgkdzgleo o dltbrprbtgleo. Kos jätoeos eb glçkdsds jçs utdkdzgeos sol9 bk eb rgzolbs sdjpkbs, bk eb bstgeos nojpgrgtdvos, bk eb pornbltgibs dltbhrgkbs.

3.

Sbg Sbgkdn kdnb b kos b bibrn ibrndnd dndos os eb kkgs gs pç pçhdl hdlgs gs 067 y 063 kdc kdcro ro No Noltg ltgcdk cdkdege dege @dl @dlgln glndbr dbrg, g, Xg Xgrrbl rrbl,, Sbbvb y Eugnmgn, 77vg Bedndþl 3677. Vkgltbgeos por bk `gndkdtgeor.

 

Bibrndndos 7>-5G Gsdblto pgrg edvdebleo bl ngpdtgk. ^bk` ^torghb Norporgtdol tdblb 766,666 gnndolbs eb ngpdtgk nojùl bl ndrnukgndþl nol ul vgkor  pgr eb $56. Bk 76 eb jgyo, kg bjprbsg ebnkgrþ ul edvdebleo bl ngpdtgk eb 3% qub sb bjdtdrç bk 7 ebpor ghost ghosto o pgrg koseb gnndolds gnndoldstgs rbhdstrgeos os gk 4 eb iuldo iuldo.. Bk prbndo eb jbrngeo ebk ngpdtgk brg $5= gnndþl bk 76 jgyo.tgs rbhdstrge Sbhdstrb bl bk kdcro edgrdo kos gsdbltos rbqubrdeos bk 76 eb jgyo, bk 4 eb iuldo y bk 7 eb ghosto.

@bnmg 76/62/367=

Gsdblto eb Edgrdo Ebsnrdpndþl Edvdebleos bl ngpdtgk(766,666*3 %*5=)

Ebcdto

Nräedto

40,666.66

F Edstrdcundþl eb edvdebleo bl ngpdtgk (3,666 x 56) Ngpdtgk pghgeo bl bxnbso ebk vgkor pgr ngpdtgk nojùl

=6,666.66 70,666.66

Vgrg rbhdstrgr bk edvdebleo eb ngpdtgk eb ebnkgrgeo socrb bk ngpdtgk nol ul vgkor eb 56 g kg pgr ul vgkor  eb jbrngeo eb 5=. 67/6=/367=

Edstrdcundþl eb edvdebleo bl ngpdtgk

=6,666.66

F Ngpdtgk nojùl =6,666.66 Vgrg rbhdstrgr kg dlsnrdpndþl eb ngpdtgk nojùl socrb bk edvdebleo eb ngpdtgk ebnrbtgeo bk 76 eb jgyo ebk 36xx

 

Bibrndndos 7>-5C Gsdblto pgrg edvdebleo bl ngpdtgk. ^pbntruj No. tdblb 066,666 gnndolbs eb ngpdtgk nojùl bl ndrnukgndþl nol ul vgkor pgr eb $82. Bk 7>eb `bcrbro ebnkgrþ ul edvdebleo bl ngpdtgk eb 5% qub sb bjdtdrç bk >6 eb gcrdk pgrg kos gnndoldstgs rbhdstrgeos gk 75 eb jgrzo. Bk prbndo eb jbrngeo ebk ngpdtgk brg $46 por gnndþl bk 7> eb `bcrbro. Sbhdstrb bl bk kdcro edgrdo kos gsdbltos rbqubrdeos bk 7> eb `bcrbro, bk 75 eb jgrzo, y bk >6eb gcrdk.

Gsdblto eb Edgrdo

 

@bnmg

Ebsnrdpndþl

Ebcdto

7>/63/367 =

Edvdebleos bl ngpdtgk (066,666 x 5% x 46)

3,706,666.66

Nräedto

F Edstrdcundþl eb edvdebleo bl ngpdtgk (35,666 x 82) Ngpdtgk pghgeo bl bxnbso ebk vgkor pgr ngpdtgk nojùl

7,=66,666.66 >06,666.66

Vgrg rbhdstrgr bk edvdebleo eb ngpdtgk eb ebnkgrgeo socrb bk ngpdtgk nol ul vgkor eb 82 g kg pgr ul vgkor  eb jbrngeo eb 46. >6/65/367 =

Edstrdcundþl eb edvdebleo bl ngpdtgk

7,=66,666.66

F Ngpdtgk nojùl

7,=66,666.66

Vgrg rbhdstrgr kg dlsnrdpndþl dlsnrdpndþl eb ngpdtgk nojùl socrb bk edvde edvdebleo bleo eb ngpdt ngpdtgk gk ebnrbtgeo bk 7> eb `bcrb `bcrbro ro ebk 367=

Bibrndndos 7>-2G Gsdblto pgrg edvdebleo bl ngpdtgk. Bk > eb ontucrb, Pgkkby Nkotmdlh Dln. rbgequdrdþ 76,666 eb sus gnndolbs eb ngpdtgk nojùl g $4 por gnndþl. Bk 72 eb lovdbjcrb vbledþ 0,=66 eb kgs gnndolbs rbgequdrdegs rbgequdrdegs g $73 por gnndþl. Bk 33 eb edndbjcrb vbledþ kgs gnndolbs rbstgltbs g $8 por gnndþl. Sbhdstrb bl bk kdcro edgrdo kgs trglsgnndolbs rbqubrdegs bk > eb ontucrb, bk 72 eb lovdbjcrb y bk 33 eb edndbjcrb.

 

@bnmg >/76/367=

Bltrgeg eb Edgrdo Ebsnrdpndþl Gnndolbs eb tbsorbrêg (76,666 x 4.66)

Ebcdto

Nräedto

46,666.66

F B`bntdvo

46,666.66

Vgrg rbhdstrgr kg rbgequdsdndþl eb 76,666 gnndolbs eb ngpdtgk nojùl g 4.66 ngeg ulg 72/77/367 =

B`bntdvo (0,=66 x 73.66)

=7,066.66

F  Gnndolbs eb tbsorbrêg (0,=66 x 4.66)

07,366.66

Ngpdtgk pghgeo por vbltgs eb gnndolbs eb tbsorbrêg

36,566.66

Vgrg rbhdstrgr kg vbltg eb kgs 0,=66 gnndolbs g 4.66 ngeg ulg 33/73/367

B`bntdvo (>,366 x 8.66)

33,566.66

=

Ngpdtgk pghgeo por vbltg eb gnndolbs eb tbsorbrêg (>,366 x (4-8)) F  Gnndolbs eb tbsorbrêg (>,366 x 4.66)

0,566.66

3=,=66.66

Vgrg rbhdstrgr kg vbltg eb kgs >,366 gnndolbs g 8.66 ngeg ulg.

Bibrndndos 7>-2C Gsdblto pgrg edvdebleo bl ngpdtgk. Bk 7 eb `bcrbro, Jotorsports Dln. rbgequdrdþ 8,266 eb sus gnndolbs eb ngpdtgk nojùl g $>6 por  gnndþl. Bk 72 eb jgrzo vbledþ 5,266 eb kgs gnndolbs rbgequdrdegs g $>5 por gnndþl. Bk 3 eb  iuldo vbledþ kgs gnndolbs rbstgltbs g $3= por gnndþl. Sbhdstrb bl bk kdcro edgrdo kgs trglsgnndolbs ebk 7 eb `bcrbro, bk 72 eb jgrzo y bk 3 eb iuldo

 

Bltrgeg eb Edgrdo Ebsnrdpndþl

@bnmg 7/63/3674

Ebcdto

Gnndolbs eb tbsorbrêg (8,266 x >6.66) B`bntdvo

Nräedto

332,666.66 332,666.66

Vgrg rbhdstrgr kg rbgequdsdndþl eb 8,266 gnndolbs eb ngpdtgk nojùl g >6.66 ngeg ulg 72/6>/367 4

B`bntdvo (5,266 x >5.66)

72>,666.66

 Gnndolbs eb tbsorbrêg (5,2666 x >6.66)

7>2,666.66

Ngpdtgk pghgeo por vbltgs eb gnndolbs eb tbsorbrêg

7=,666.66

Vgrg rbhdstrgr kg vbltg eb kgs 5,2666 gnndolbs g >5.66 ngeg ulg 63/60/367 4

B`bntdvo (>,666 x 3=.66)

=5,666.66

Ngpdtgk pghgeo por vbltg eb gnndolbs eb tbsorbrêg (>,666 x (>5-3=))

7=,666.66

 Gnndolbs eb tbsorbrêg (>,666 x >5.66)

763,666.66

Vgrg rbhdstrgr kg vbltg eb kgs >,666 gnndolbs g 3=.66 ngeg ulg.

Bibrndndos 7>-0G Sbportb ebk ngpdtgk noltgckb. Nol kgs nubltgs y kos sgkeos sdhudbltbs, prbpgrb kg sbnndþl Ngpdtgk noltgckb ebk cgkglnb hblbrgk. ^b gutordzgrol 86,666 gnndolbs eb ngpdtgk nojùl, y sb mgl rbgequdrdeo 8,266. Ngpdtgk nojùl, vgkor pgr $82 Ngpdtgk pghgeo bl N gpdtgk p ghgeo p orbxnbso kg vbltgebk ebvgkor gnndopgr lbs eb tbsorbrêg

5, 832,666.66 084,666.66 32,366.66

 

Rtdkdegebs rbtbldegs  Gnndolbs eb tbsorbrêg

3, 6>3,=66.66 2==,666.66

Ngpdtgk Noltgckb Ngpdtgk Vghgeo9 Ngpdtgk Nojùl, vgkor pgr 82.66 (86,666 gnndolbs gutordzgegs, 0>,666 gnndolbs bjdtdegs Bxnbso ebk prbndo eb bjdsdþl socrb bk vgkor pgr Vor Pbltg bl gnndolbs eb tbsorbrêg Ngpdtgk pghgeo totgk Rtdkdegebs Sbtbldegs Uotgk Ebeunndþl eb gnndolbs eb tbsorbrêg (8,266 gnndolbs gk nosto) Ngpdtgk Noltgckb Uotgk

5,832,666.66 084,666.66

2,565,666.66 32,366.66 2,534,666.66 3,6>3,=66.66 8,503,666.66 2==,666.66 0,=85,666.66

Bibrndndos 7>-0C Sbportb ebk ngpdtgk noltgckb. Nol kgs nub nubltg ltgs s y kos sgkeos sdh sdhudb udbltb ltbs, s, prbp prbpgrb grb kg sbnn sbnndþl dþl Ngp Ngpdtg dtgkk noltgc noltgckb kb ebk cgkgln cgkglnb b hblbrgk. ^b gutordzgrol 06,666 gnndolbs eb ngpdtgk nojùl, y sb mgl rbgequdrdeo 5,666 gnndolbs. Ngpdtgk nojùl, vgkor pgr $=6 Ngpdtgk pghgeo bl bxnbso ebk vgkor pgr Ngpdtgk pghgeo por kg vbltg eb gnndolbs eb tbsorbrêg Rtdkdegebs rbtbldegs  Gnndolbs eb tbsorbrêg

5, 666,666.66 0>6,666.66 00,666.66 3, 336,666.66 >06,666.66

Ngpdtgk Noltgckb Ngpdtgk Vghgeo9 Ngpdtgk Nojùl, vgkor pgr =6.66 (06,666 gnndolbs gutordzgegs, 26,666 gnndolbs bjdtdegs) Bxnbso ebk prbndo eb bjdsdþl socrb bk vgkor pgr

5,666,666.66 0>6,666.66

Vor Pbltg eb Ngpbl dtgkgnndolbs pghgeo to tgktbsorbrêg

5,0>6,666.66 00,666.66 5,04 0,666.66 3,336,666.66 0,470,666.66 >06,666.66

Rtdkdegebs Sbtbldegs Uotgk Ebeunndþl eb gnndolbs eb tbsorbrêg (5,666 gnndolbs gk nosto) Ngpdtgk Noltgckb Uotgk

0,220,666.66

Bibrndndos 7>-8G Bstgeo eb utdkdegebs rbtbldegs. Morlckowbr Nrudsbs Dln. rbportþ ko sdhudbltb pgrg bk g÷o qub nolnkuyb bk >7 eb ontucrb eb 3676. Rtdkdegebs rbtbldegs, 7 eb lovdbjcrb eb 3664 Rtdkdege lbtg

$ 7, 266,666.66 582,666.66

 

Edvdebleos ebnkgrgeos bl b`bntdvo Edvdebleos ebnkgrgeos bl ngpdtgk

26,666.66 >66,666.66

Vrbpgrb ul bstgeo eb utdkdegebs rbtbldegs pgrg bk g÷o `dsngk qub nolnkuyb bk >7 eb ontucrb 3676.

Morlckowbr Nrudsbs Dln. Bstgeo eb Rtdkdegebs Sbtbldegs Vgrg bk g÷o qub ndbrrg bk >7 eb ontucrb 3676. Rtdkdegebs rbtbldegs, 7 eb lovdbjcrb eb 3664 Rtdkdege lbtg Jblos Edvdebleos ebnkgrgeos  Gujblto bl kgs utdkdegebs rbtbldegs Rtdkdegebs rbtbldegs, >7 eb ontucrb eb 3676

7,266,666.66 582,666.66 >26,666.66 732,666.66 7,032,666.66

Bibrndndos 7>-8C Bstgeo eb utdkdegebs rbtbldegs. @roltdbr Kbgebrs Dln. rbportþ kos rbsuktgeos sdhudbltbs pgrg bk g÷o qub nolnkuyb bk >7 eb iukdo eb 3676. Rtdkdegebs rbtbldegs, 7 eb ghosto eb 3664 Rtdkdege lbtg Edvdebleos ebnkgrgeos bl b`bntdvo Edvdebleos ebnkgrgeos bl ngpdtgk

=82,666.66 306,666.66 36,666.66 766,666.66

Vrbpgrb ul bstgeo eb utdkdegebs rbtbldegs pgrg bk g÷o `dsngk qub nolnkuyb bk >7 eb iukdo eb 3676.

@roltdbr Kbgebrs Dln. Bstgeo eb Rtdkdegebs Sbtbldegs Vgrg bk g÷o qub ndbrrg bk >7 eb iukdo 3676. Rtdkdegebs rbtbldegs, 7 eb ghosto eb 3664 Rtdkdege lbtg Jblos Edvdebleos ebnkgrgeos  Gujblto bl kgs utdkdegebs rbtbldegs Rtdkdegebs rbtbldegs, >7 eb ontucrb eb 3676

=82,666.66 306,666.66 736,666.66 756,666.66 7,672,666.66

Bibrndndos 7>-7 Edvdebleo por gnndþl. @gdrjoult Dln., qub ebsgrrokkg bqudpo eb rgedokohêg, tdblb bk ngpdtgk bl ndrnukgndþl sdhudbltb9 72,666 gnndolbs eb ngpdtgk prb`brbltb gnujukgtdvo eb 3% nol vgkor pgr eb $726, y 26,666 gnndolbs eb ngpdtgk nojùl nol ul vgkor pgr eb $2. Eurgltb sus prdjbros nugtro g÷os eb opbrgndolbs, sb edstrdcuybrol nojo edvdebleos kos djportbs sdhudbltbs9 prdjbr g÷o, $>6,6661

 

sbhuleo g÷o, $53,6661 tbrnbr g÷o, $46,6661 nugrto g÷o, $736,666. Ngknukb kos edvdebleos por  gnndþl socrb ngeg nkgsb eb ngpdtgk bl ngeg ulo eb kos nugtro g÷os. Egtos9  Gnndolbs prb`brbltbs 72,666 gnndolbs g 726.66 nol 3%  Gnndolbs nojulbs 26,666 gnndolbs g 2.66 Edvdebleos g÷o 7 g÷o 3 >6,666.66 53,666.66

g÷o> 46,6666.66

g÷o 5 736,666.66

Ngknuko eb edvdebleos 7br. G÷o gnndolbs prb`brbltbs 72,666  x 726  x 3 % :52,666.66 Ngknuko eb edvdebleos 3eo. G÷o gnndolbs prb`brbltbs 72,666  x 726  x 3 % :52,666.66 Ngknuko eb edvdebleos >br. G÷o gnndolbs prb`brbltbs 72,666  x 726  x 3 % :52,666.66 Ngknuko eb edvdebleos 5to. G÷o gnndolbs prb`brbltbs 72,666  x 726  x 3 % :52,666.66

G÷o 7

G÷o 3

G÷o >

G÷o 5

Edvdebleo por edstrdcudr

>6,666.66

53,666.66

46,666.66 736,666.66

Edvdebleos p prrb`brbltbs ((7 72,666 g gn nndolbs) Edvdebleos nojulbs (26,666 gnndolbs)

>6,666.66 6.66

53,666.66 6.66

0>,666.66 38,666.66

52,666.66 82,666.66

Edvdebleo por gnndolbs9 G÷o 7

G÷o 3

G÷o >

G÷o 5

 Gnndolbs prb`brblndgkbs

3.66

3.=6

5.36

>.66

 Gnndolbs nojulbs

6.66

6.66

6.25

7.26

Bibrndndos 7>-3 Edvdebleo por gnndþl. Jd Jdnm nmbk bkgl glhbk hbko o Dl Dln. n.,, ul ulg g bj bjpr prbs bsg g qu qub b eb ebsg sgrro rrokkkkg g so so`t `twg wgrb rb,, td tdbl blb b bk ng ngpd pdtg tgkk bl nd ndrn rnuk ukgnd gndþl þl sdhudbltb9 36,666 gnndolbs eb ngpdtgk prb`brbltb gnujukgtdvo eb 7% nol vgkor pgr eb $32, y 32,666 gnndolbs eb ngpdtgk nojùl nol ul vgkor pgr eb $766. Eurgltb sus prdjbros nugtro g÷os eb

 

opbrgndolbs sb edstrdcuybrol nojo edvdebleos kos djportbs sdhudbltbs9 prdjbr g÷o, $>,6661 sbhuleo g÷o, $5,6661 tbrnbr g÷o, $>6,6661 nugrto g÷o, $=6,666. Ngknukb kos edvdebleos por  gnndþl socrb ngeg nkgsb eb ngpdtgk bl ngeg ulo eb kos nugtro g÷os. Egtos9  Gnndolbs prb`brbltbs 36,666 g 32.66 nol 7%  Gnndolbs nojulbs 32,666 g 766.66 Edvdebleos G÷o 7 G÷o 3 >,666.66 5,666.66

G÷o > >6,666.66

G÷o 5 =6,666.66

Ngknuko eb edvdebleos 7br. G÷o gnndolbs prb`brbltbs 36 , 666  x 32  x 7 % :2,666.66 Ngknuko eb edvdebleos 3eo. G÷o gnndolbs prb`brbltbs 36 , 666  x 32  x 7 % :2,666.66 Ngknuko eb edvdebleos >br. G÷o gnndolbs prb`brbltbs 36 , 666  x 32  x 7 % :2,666.66 Ngknuko eb edvdebleos 5to. G÷o gnndolbs prb`brbltbs 36 , 666  x 32  x 7 % :2,666.66

G÷o 7

G÷o 3

G÷o >

G÷o 5

Edvdebleo por edstrdcudr

>,666.66

5,666.66

>6,666.6 6

=6,666.66

Edvdebleos p prrb`brbltbs ((3 36,666 g gn nndolbs) Edvdebleos nojulbs (32,666 gnndolbs)

>,666.66 6.66

5,666.66 6.66

=,666.66 33,666.6 6

2,666.66 82,666.66

Edvdebleo por gnndolbs9 G÷o 7

G÷o 3

G÷o >

G÷o 5

 Gnndolbs prb`brblndgkbs

6.72

6.36

6.56

6.32

 Gnndolbs nojulbs

6.66

6.66

6.==

>.66

Bibrndndos 7>-> Gsdblto pgrg kg bjdsdþl eb ngpdtgk nol vgkor pgr. Bk 76 eb `bcrbro, Vbbrkbss Sonas Dln., ul noltrgtdstg bl jçrjok, bjdtdþ por b`bntdvo 56,666 gnndolbs eb ngpdtgk nojùl nol ul vgkor pgr eb $76 g $>5, y bk 4 eb jgyo bjdtdþ por b`bntdvo 766,666 gnndolbs eb ngpdtgk prb`brbltb nol ul vgkor pgr eb $2 g $8.

 

g) Sbhdstrb bl bk kdcro edgrdo kos gsdbltos pgrg bk 76 eb `bcrbro y bk 4 eb jgyo. c) ¿Nuçk bs bk djportb totgk dlvbrtdeo (ngpdtgk pghgeo totgk) por toeos kos gnndoldstgs gk 4 eb jgyo?

Bltrgeg eb Edgrdo @bnmg

Ebsnrdpndþl

Ebcdto

76/63/367 4

B`bntdvo

7,>06,666.66

Nräedto

F Ngpdtgk Nojùl (56,666 x 76.66)

566,666.66

Ngpdtgk bl bxnbso ebk vgkor pgr

406,666.66

Vgrg rbhdstrgr kg bjdsdþl b dlsnrdpndþl eb 56,666 gnndolbs nojulbs g ul vgkor eb vgkor g kg pgr  eb 76.66 vbledeg g >5.66 74/62/367 4

B`bntdvo

866,666.66

F Ngpdtgk prb`brbltb (766,666 gnndolbs x 2.66)

266,666.66

Ngpdtgk bl bxnbso ebk vgkor ebk vgkor pgr

366,666.66

Vgrg rbhdstrgr kg bjdsdþl b dlsnrdpndþl eb 766,666 gnndolbs prb`brbltbs nol vgkor pgr eb 2.66 vbledegs g 8.66 Bk ngpdtgk djportb totgk eb ngpdtgk bs 7,>06,666.66 + 866,666:3,606,666.66

Bibrndndos 7>-5 Gsdblto pgrg kg bjdsdþl eb ngpdtgk sdl vgkor pgr.

 

Bk 5 eb iuldo, Jghdn Ngrpbt Dln., ul jgyordstg eb gk`ojcrgs, bjdtdþ por b`bntdvo 326,666 gnndolbs eb ngpdtgk nojùl sdl vgkor pgr (nol ul vgkor ebnkgrgeo eb $>) g $73, y bk 4 eb ontucrb bjdtdþ por b`bntdvo 32,666 gnndolbs eb ngpdtgk prb`brbltb nol ul vgkor pgr eb $82 g $=6. g) Sbhdstrb bl bk kdcro edgrdo kos gsdbltos pgrg bk 5 eb iuldo y bk 4 eb ontucrb, supoldbleo qub bk ngpdtgk nojùl sb vg g gnrbedtgr nol bk vgkor ebnkgrgeo. c) ¿Nuçk bs bk djportb totgk dlvbrtdeo (ngpdtgk pghgeo totgk) por toeos kos gnndoldstgs gk 4 eb ontucrb?

@bnmg 65/60/367 4

Bltrgeg eb Edgrdo Ebsnrdpndþl B`bntdvo

Ebcdto

Nräedto

>,666,666.66

F Ngpdtgk Nojùl (326,666 x >.66)

826,666.66

Ngpdtgk bl bxnbso ebk vgkor

3,326,666.66

Vgrg rbhdstrgr kg bjdsdþl b dlsnrdpndþl eb 326,666 gnndolbs nojulbs g ul vgkor eb >.66 vbledeg g 73.66. 74/76/367 4

B`bntdvo

3,666,666.66

F Ngpdtgk prb`brbltb (32,666 gnndolbs x 82.66)

7,=82,666.66

Ngpdtgk bl bxnbso ebk vgkor ebk vgkor pgr

732,666.66

Vgrg rbhdstrgr kg bjdsdþl b dlsnrdpndþl eb 32,666 gnndolbs prb`brbltbs nol vgkor pgr eb 82.66 vbledegs g =6.66. Bk vgkor ebk ngpdtgk pghgeo gk 74 eb ontucrb bs eb >,666,666.66 + 3,666,666.66:2,666,666.66

 

Bibrndndos 7>-2 Bjdsdþl eb ngpdtgk pgrg gntdvos ed`brbltbs gk b`bntdvo. Bk >6 eb blbro, Kd`t Udjb Norporgtdol, ul jgyordstg eb bkbvgeorbs mderçukdnos, nojprþ ul tbrrblo g ngjcdo eb 7=,666 gnndolbs eb ngpdtgk nojùl nol ul vgkor pgr eb $76 y ul prbndo eb jbrngeo bl kg gntugkdege eb $72. Glotb bl bk kdcro edgrdo bk gsdblto pgrg rbhdstrgr kg trglsgnndþl.

Bltrgeg eb Edgrdo @bnmg

Ebsnrdpndþl

Ebcdto

>6/67/367 4

Ubrrblo

386,666.66

Nräedto

F Ngpdtgk Nojùl (7=,666 x 76.66)

7=6,666.66

Ngpdtgk bl bxnbso ebk vgkor

46,666.66

Vgrg rbhdstrgr kg bjdsdþl b dlsnrdpndþl eb 7=,666 gnndolbs nojulbs g ul vgkor eb 76.66 vbledeg g 72.66

Bibrndndos 7>-0 Urglsgnndolbs sbkbnndolgegs nol ngpdtgk. Ngtmy Ebwdtt, Jbkoey Kbdjcgnm y Jgrdo Uorrbs nolstdtuybrol Sonay Joultgdl ^oules Norp., ul ebtgkkdstg ebtgk kdstg eb hudtgr hudtgrrgs rgs bkänt bkäntrdngs. rdngs. Bk pbrjds pbrjdso o kbhgk gutordzþ 326,666 gnndolbs eb ngpdt ngpdtgk gk nojùl nol ul vgkor pgr eb $56. Eurgltb bk prdjbr g÷o eb opbrgndolbs sb b`bntugrol kgs trglsgnndolbs sdhudbltbs qub g`bntgl bk ngpdtgk noltgckb9 g) ^b bjdtdbrol 76,666 gnndolbs eb ngpdtgk nol vgkor pgr pgrg Ngtmy Ebwdtt por b`bntdvo. c) ^b bjdtdbrol 826 gnndolbs eb ngpdtgk nol vgkor pgr pgrg Jgrdo Uorrbs por kos sbrvdndos eb puckdndege proporndolgeos gk jojblto eb nolstdtudr kg norporgndþl, y otrgs 36,666 gnndolbs eb ngpdtgk nol vgkor pgr tgjcdäl pgrg J Jgrdo grdo Uorrbs por b` b`bntdvo. bntdvo. n) ^b nojprþ ul tbrrblo y ul bed`dndo eb Jbkoey Kbdjcgnm. Bk bed`dndo tdblb ulg mdpotbng por  $566, $56 6,66 666 6 eur eurgl gltb tb 36 g÷o g÷os s gk 8% 8%,, y bxd bxdst stbl bl dl dltb tbrbs rbsbs bs gnu gnuju jukg kgeo eos s eb $8, $8,66 666 6 so socrb crb bk eonujblto eb mdpotbng gk jojblto eb kg nojprg. ^b gnoreþ qub sb gsdhlgrçl kos prbndos sdhudbltbs9 Ubrrblo, $732,6661 bed`dndo, $066,6661 bk ngpdtgk noltgckb eb Jbkoey Kbdjcgnm sb dltbrngjcdgrç por ngpdtgk g su vgkor pgr. Kg norporgndþl gnbptþ gsujdr kg rbspolsgcdkdege ebk pgho ebk eonujblto eb mdpotbng y kos dltbrbsbs ebvblhgeos. Glotb bl bk kdcro edgrdo kos gsdbltos pgrg rbhdstrgr kgs trglsgnndolbs.

 

Bltrgeg eb Edgrdo @bnmg

Ebsnrdpndþl

Ebcdto

>6/67/367 4

B`bntdvo

566,666.66

Ngpdtgk Nojùl (76,666 x 56.66) „ Ngtmy Ebwdt

Nräedto

566,666.66

Vgrg rbhdstrgr kg bjdsdþl b dlsnrdpndþl eb 76,666 gnndolbs nojulbs g ul vgkor eb pgr eb 56.66 F >6/67/367 4

Hgstos eb Vuckdndege

>6,666.66

B`bntdvo

=66,666.66

Ngpdtgk Nojùl (36,826.66 x 56.66) „ Jgrdo Uorrbs

=>6,666.66

Vgrg rbhdstrgr kg bjdsdþl b dlsnrdpndþl eb 36,826 gnndolbs nojulbs g ul vgkor pgr eb 56.66

>6/67/367 4

Ubrrblo

732,666.66

Bed`dndo

066,666.66

F Nubltgs por pghgr g kgrho pkgzo

566,666.66

Dltbrbsbs gnujukgeos

8,666.66

Ngpdtgk Nojùl (8,426 x 56.66) „ Ngtmy Ebwdt

>7=,666.66

Vgrg rbhdstrgr kg gequdsdndþl eb ul tbrrbro nojo pgho eb kg dlsnrdpndþl eb gnndolbs nojulbs eb Ngtmy Ebwdt.