Exercicios 9

\ue003 G ST 0243_A 9_201504312041_V1 \ue003 \ue003 Em\ue003 u m a \ue003 e m p r e sa ,\ue003a \ue003m ax im iza çã o \ue003de \ue003luc ro \ue003de s co nsid e ra : Em\ue003 u m \ue003B a la nç o \ue003Pa trim o nia l\ue003 a \ue003o rig e m \ue003do s\ue003 r e cur so s: A \ue003m a x im iz a ç ã o \ue003d o \ue003luc r o \ue003d o s \ue003a c io nis tas \ue003 de v e \ue003 s e r \ue003 de s c o ns id e r a d a \ue003 po r : ADM IN IS TR AÇÃO \ue003D E \ue003 NOV O S\ue003 N EGÓ CI O S GS T02 43 _A9_ 20 15 04 31 20 41 _V1 \ue003 Lupa \ue003 Ca lc . \ue003 \ue003 \ue003 Ví d eo P P T M P 3 \ue003 Al un o: \ue003 B A R B AR A \ue003TEIXEIRA\ue003SAVO M atrícu l a: \ue003 20 1504 3120 41 Di scipli na: \ue003 GST02 43 \ue003 \ue010 \ue003AD M . \ue003D E \ue003N O V O S\ue003N EG. \ue003 Per í odo\ue003Acad.: \ue0032 017.2\ue003 ( G) \ue003 / \ue003EX \ue003 \ue003 Prez ado\ue003 ( a) \ue003 Al un o( a) , \ue003 Vo cê\ue003 f ar á\ue003 agor a\ue003 seu \ue003 E X ER CÍ CI O \ue003 DE\ue003 F IXA ÇÃO !\ue003 L em bre\ue010se\ue003 q ue\ue003 es te\ue003 exer cício\ue003 é\ue003 opc i onal, \ue003 mas\ue003 não\ue003 valerá\ue003 pon to\ue003 par a\ue003 su a\ue003 avaliação.\ue003 O mesm o\ue003será\ue003 co mposto\ue003de\ue003 qu e stões \ue003 de\ue003 m ú lti pla\ue003 esco lha\ue003 ( 3 ) . Após\ue003 a \ue003 f inali z ação\ue003 d o\ue003 exercício,\ue003 você\ue003 terá\ue003 aces so\ue003 ao\ue003 gab arito. \ue003 Apr oveite\ue003 par a\ue003 se\ue003 f ami liarizar\ue003 c om\ue003 este\ue003 m od e lo\ue003 de\ue003 q ues t ões \ue003 qu e\ue003 será\ue003 u sad o na\ue003su a\ue003 AV\ue003 e\ue003 AVS. \ue003 1. A \ue003 p o s s ib ilid a de \ue003d e \ue003q ue \ue003 o s\ue003 r e s ultado s\ue003 r e a liz a do s\ue003 r e a liza do s\ue003 p o s s s a m \ue003s e r \ue003dife r e nte s \ue003da que le s \ue003 e s p e ra do s. \ue003 Não \ue003a p e na s \ue003 o \ue003flux o \ue003 d e \ue003 c aix a ,\ue003m a s \ue003tam b é m \ue003o \ue003 r isc o. A p e na s \ue003 o \ue003flux o \ue003 d e \ue003 c a ix a . \ue003 A \ue003 a v e r sã o \ue003 a o \ue003 r is c o\ue003 e \ue003a o \ue003 luc r o . A p e na s \ue003o \ue003 r is c o . 2. é \ue003a pr e s e ntad a \ue003no \ue003A tivo . nã o \ue003é \ue003a p re s e ntad a . \ue003 é \ue003 a pr e se ntad a \ue003no \ue003Pa s s ivo \ue003Ex igív e l\ue003e \ue003no \ue003Pa trimô nio \ue003 Líqu ido . é \ue003 a pr e se ntad a \ue003no \ue003total\ue003d o \ue003Pa trim ô nio \ue003 Líquid o . \ue003 é \ue003a pr e s e ntad a \ue003no \ue003tota l\ue003do \ue003C a p it a l\ue003S o c ia l. 3. Lev a r \ue003e m \ue003 c onta \ue003 a s \ue003 e ntrad as \ue003de \ue003 c aix a \ue003no \ue003e x e r cíc io . Lev a r \ue003e m \ue003 c onta \ue003 o \ue003v a lo r \ue003d o \ue003dinhe ir o\ue003 no \ue003tem po . Não \ue003le v a r \ue003e m \ue003c o nta\ue003a \ue003 m a x imiz a ç ã o \ue003de \ue003 re s e r v a s\ue003 le ga is . \ue003 Não \ue003le va r \ue003 e m \ue003 c on ta\ue003 o \ue003flu x o \ue003 d e \ue003c a ix a \ue003de s c o ntad o \ue003p e lo \ue003 c us to\ue003d e \ue003 c a p ital\ue003 d a \ue003e m p r e sa . \ue003 Lev a r \ue003e m \ue003 c o nta\ue003 o s \ue003d iv ide ndo s \ue003p a g o s \ue003a o s \ue003a c io nis tas . \ue003 Gaba rito \ue003C o m e nt a do A ná lise \ue003 e \ue003pla ne j am e nto\ue003 fina nce ir o \ue003diz e m\ue003 re s pe ito\ue003 a: S o br e \ue003 o s \ue003 c onc e it os \ue003de \ue003 luc ro \ue003e \ue003flu x o \ue003 d e \ue003c a ix a ,\ue003po de \ue010s e \ue003d iz e r \ue003 q ue : Co m p o ndo \ue003o \ue003 P la ne j a m e nto\ue003 f in a nc e ir o ,\ue003 n o \ue003tópic o\ue003 d e \ue003I nv e s t ime nto\ue003 inic ial,\ue003 d e v e m\ue003 e s ta r \ue003lista d o s\ue003 o s \ue003 iten s \ue003que \ue003c om põ e m o\ue003 tóp ic o.\ue003 A s s ina le \ue003a \ue003a lter na tiva \ue003e m \ue003 q ue \ue003o \ue003item \ue003nã o \ue003 c or r e s p o nde \ue003a \ue003a o \ue003 s e u\ue003 g rup o : D u a s\ue003 d e c isõ e s \ue003que \ue003 s e \ue003 e s p e ra \ue003q ue \ue003 o \ue003a dm inis trado r \ue003 f ina nc e ir o\ue003 s a ib a \ue003tom a r \ue003s ã o : A s \ue003Dem o ns traç õ e s \ue003 fina nc e ira s \ue003 s ã o \ue003 r e la tór io s \ue003 que \ue003 c la s s ific a m \ue003e \ue003q ua ntifica m \ue003 a s \ue003 c o ntas \ue003 de \ue003 um a \ue003 e m pr e s a .\ue003 A ss in a le \ue003a D e m o ns t ra ç ã o \ue003Financ e ira \ue003 que \ue003 mo s tra\ue003 a \ue003s ituaç ã o\ue003 e c onô m ic o\ue010 fina nc e ira \ue003d a \ue003e m pr e s a \ue003e m \ue003 uma \ue003 de te rm ina d a \ue003da ta, a p r e s e ntando \ue003a \ue003e v o luçã o \ue003do \ue003pa trim ô nio,\ue003q u e \ue003é \ue003r e pr e s e ntad o \ue003p o r\ue003 b e ns ,\ue003dir e itos \ue003e \ue003o b r iga çõ e s\ue003 a c um ula d o s \ue003 a o \ue003 lo ngo do s \ue003e x e r c íc io s . 4. Lucr o\ue003 p o r \ue003 a çã o,\ue003 q u e \ue003é \ue003o btido\ue003 p e la \ue003d iv is ã o \ue003 d o \ue003luc ro \ue003total\ue003d is po nív e l\ue003a o s \ue003a cio nistas \ue003o rd iná r io s\ue003 d a \ue003e m pr e s a \ue003p e lo núm e r o \ue003d e \ue003a ç õ e s \ue003o rd iná r ia s \ue003 e m itida s. D a ta\ue003 d e \ue003p a ga m e nto\ue003d e \ue003d iv id e ndo s. \ue003 T ra n s fo r ma ç ã o \ue003 d o s \ue003 d a do s\ue003 f ina nc e ir os ,\ue003de \ue003f o r m a \ue003 q ue \ue003p os sa m \ue003 s e r \ue003utiliza d o s \ue003 p a ra \ue003m o nitora r \ue003 a \ue003s it ua ç ã o \ue003fina nc e ir a da \ue003e mp r e sa . Av e r s ã o \ue003a o \ue003r isc o . A n á lise \ue003 m a r gina l,\ue003pr incíp io \ue003s e g und o \ue003q ua l\ue003nã o \ue003 d e v e m\ue003 s e r \ue003tom a da s \ue003 a s \ue003 d e c is õe s \ue003fina nc e ira s. \ue003 Gaba rito \ue003C o m e nt a do 5. Lucr o\ue003 e \ue003f lux o \ue003 d e \ue003 c aix a \ue003s ão \ue003c onc e it os \ue003s im ila r e s . O\ue003 c o nc e ito\ue003 d e \ue003f lu x o \ue003 d e \ue003c a ix a \ue003é \ue003m a is \ue003 im po rtante \ue003 q u e \ue003o \ue003c o nc e ito\ue003d e \ue003luc ro . \ue003 Enqua nto\ue003o \ue003luc r o \ue003 é \ue003um \ue003r e s ultado \ue003de \ue003o pe ra ç õ e s \ue003fina nc e ira s \ue003 a o \ue003 lo ngo \ue003de \ue003u m \ue003pe r ío do \ue003de \ue003te m po ,\ue003 o \ue003flux o \ue003 d e \ue003c a ix a re tra t a \ue003a \ue003s ituaç ã o \ue003f ina nce ira \ue003 da \ue003o r ga niz a ç ã o\ue003 e m \ue003da d o \ue003m o me n t o. \ue003 Enqua nto\ue003o \ue003flux o \ue003 d e \ue003 c aix a \ue003é \ue003um \ue003r e s ultado \ue003de \ue003o pe ra çõ e s\ue003 f ina nc e ira s \ue003 a o \ue003 lo ngo \ue003de \ue003um \ue003p e r ío do \ue003de \ue003te m po,\ue003 o \ue003luc ro re tra t a \ue003a \ue003s ituaç ã o \ue003f ina nce ira \ue003 da \ue003o r ga niz a ç ã o\ue003 e m \ue003da d o \ue003m o me n t o. O\ue003 c o nc e ito\ue003 d e \ue003lu c ro \ue003é \ue003m a is \ue003 im po rtan te\ue003 q u e \ue003o \ue003c o nc e ito\ue003d e \ue003f lux o \ue003 d e \ue003 c aix a . 6. Cu s t o \ue003 f ix o:\ue003 d e p r e c ia ç ã o ,\ue003 s e g u r o\ue003 e \ue003 a lugue l. Cu sto\ue003 fix o :\ue003 e nc a r g o s\ue003 s o cia is ,\ue003s a lá r io s \ue003e \ue003 a dv o g a d o \ue003(ho no r á r io ). Cu sto\ue003 fix o :\ue003 co n tado r \ue003 (ho no r á r io ),\ue003a lugue l\ue003e \ue003 pr o \ue003la bo r e . \ue003 I nv e s time nto\ue003 f ix o :\ue003 v e ículo ,\ue003tele v iso r ,\ue003s e gur o \ue003 e \ue003s a lá r io . I nv e s time nto\ue003 f ix o :\ue003 im ó v e l,\ue003de s c a r táv e is \ue003 (c o p o s)\ue003 e \ue003m ó v e is. \ue003 Gaba rito \ue003C o m e nt a do 7. Max im iza ç ã o \ue003d o\ue003 pa s s ivo \ue003 cir c ula nte\ue003 e \ue003o fe r ta. Liquida ç ã o \ue003de \ue003 a tivo s\ue003 e \ue003p ro c ura . Max imiz a ç ã o \ue003do \ue003c u s t o \ue003 e \ue003p r o d uç ã o . Financ ia m e nto\ue003e \ue003d ad o s \ue003 f ina nc e ir o s . \ue003 Financ iam e nto\ue003e \ue003 inve s time nto. 8. Pa trim ô nio \ue003líquid o . \ue003 D e m ons traç ão \ue003d e \ue003r e s ultado \ue003do \ue003e x e r cíc io\ue003 (DRE). D e m ons traç ão \ue003d o \ue003flux o \ue003 d e \ue003c a ix a \ue003(DF C ). A t iv o \ue003r e a lizá v e l\ue003 no \ue003lo ngo \ue003p ra zo . \ue003 B a la nç o\ue003 pa trim o nia l. \ue003 Gaba rito \ue003C o m e nt a do Le g end a :\ue003\ue003 \ue003\ue003 \ue003Quest ão \ue003não \ue003resp o nd ida\ue003 \ue003 \ue003Quest ão \ue003não \ue003g ra v ada\ue003 \ue003 \ue003Quest ão \ue003g ra va d a Ex erc íci o\ue003 i nciado\ue003em \ue003 12 / 11 / 20 17 \ue003 23 : 32 : 00 . \ue003

Exercicios 9

ESTÁCIO

Administração de Novos Negócios

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