GESTÃO DA PRODUÇÃO
A escolha do tipo de layout depende de uma decisão anterior, a escolha do tipo de sistema produtivo. Partindo dessa premissa, empresas que realizam processos contínuos devem optar pelo layout:
de posição fixa.
intermitente.
de processo.
celular.
de produto.
Além de compreendermos qual o ciclo de vida do produto/serviço da empresa, é vital sabermos qual é a participação relativa de cada produto/serviço no mercado. A matriz BCG pode ser de grande valia neste momento. Ela é usada para definir prioridades para avançar naquilo que ela tem melhores oportunidades de mercado.
A figura a seguir traz a matriz BCG.
![](data:image/png;base64,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)
Os significados de cada uma destas fases é:
I – Estrela: produto que necessita de altos investimentos e que tem referencias no mercado, tem grandes potencialidades de mercado;
II – Vaca leiteira: produto que gera alto volume de vendas e de lucros, porém com mercado estagnado não há necessidade de aporte de investimento para ele. Por ter grande participação no mercado ele pode servir como trampolim para os demais produtos da empresa, que precisam ter suas vendas aumentadas;
III – Ponto de interrogação: tem baixo fluxo de caixa, precisa de grandes investimentos e traz pouco retorno sobre os ativos, além de ter baixa participação de mercado. Cuidado, ele pode absorver investimentos e se tornar um abacaxi. Porem, por estar num mercado em franco crescimento pode se tornar estrela (por isso o ponto de interrogação);
IV – Abacaxi: com crescimento de mercado quase nulo, não merece aporte de investimentos. É um produto em fim de vida. Tentar recuperar um produto/serviço abacaxi pode incorrer em prejuízos. Há que se analisar corretamente.
É correto o que se afirma em:
II, III, IV
I, II, III
II, III
I, II, III, IV
I, III, IV
Os tipos de estrutura dos produtos influenciam na complexidade do PCP. Nesse contexto, sabe-se que empresas, como as montadoras de automóveis, onde uma grande quantidade de componentes é agrupada para a obtenção de um número relativamente pequeno de produtos finais utilizam:
estrutura em forma de "M".
estrutura em forma de "L".
estrutura em forma de "A".
estrutura em forma de "T".
estrutura em forma de "V".
Após analisar as decisões de estrutura de processo tanto em empresas de serviço quanto de manufatura, é preciso compreender as três decisões estratégicas de processo, a saber:
I – Envolvimento do cliente: aqui são tomadas decisões quanto ao grau de flexibilidade tanto dos funcionários quanto dos equipamentos. Quanto maior o grau de flexibilidade (capacidade de modificar o fluxo e a capacidade produtiva) mais precisaremos ter funcionários multifuncionais e equipamentos de uso geral, o que nem sempre sai barato, e precisa ser analisado o retorno financeiro disso. Um exemplo são os layouts celulares, que tem a flexibilidade em sua essência.
II – Flexibilidade de recursos: define o quanto o cliente está envolvido com o processo, o quanto ele faz questão de estar fazendo parte de alguma etapa do processo, ou por vontade própria, ou para redução de custos da empresa. Um exemplo clássico são as redes bancárias que permitem que o cliente resolva muitos dos seus problemas por conta própria.
III – Intensidade de capital: quanto maior for o custo do equipamento em relação ao custo da mão de obra maior será a intensidade de capital. Neste século XXI vivemos a 4ª Revolução Industrial que potencializa o aumento substancial do uso de máquinas e equipamentos em detrimento da força humana de trabalho. A intensidade de capital tem ficado mais forte e evidente, onde vemos robôs substituindo operários em larga escala, com grande redução de custos para a empresa.
É correto o que se afirma em:
III, apenas
I, II, III
I, III
II, III
I, apenas
Uma empresa prestadora de serviços, negócios e projetos contratou um Gestor da Produção para seu departamento de engenharia e a ele foram atribuídas as seguintes tarefas:
I. desenvolver apenas estudos de produtividade para um arranjo físico do setor de robótica em um centro automotivo;
II. desenvolver e gerenciar, no modelo celular, um restaurante por quilo em uma indústria;
III. desenvolver uma nova área de produção em indústria de equipamento hospitalar
Pode(m) ser considerada(s) como projeto(s) APENAS a(s) tarefa(s):
Apenas I e III estão corretas;
Apenas II e III estão corretas.
Apenas I e II estão corretas;
Apenas III está correta;
Apenas I esta correta;
Os sistemas de produção são configurados de acordo com a dimensão do produto final, com a padronização do processo de fabricação e com o volume a ser produzido. Dentre os tipos de sistemas de produção mais comuns, está a produção contínua. São exemplos de empresas que realizam esse tipo de sistema produtivo:
as fábricas de móveis.
as fábricas de aviões.
as indústrias químicas e as usinas de açúcar.
as fábricas de navios.
as construtoras de edifícios.
Para que uma empresa atinja uma certa vantagem competitiva (diferencial que os demais concorrentes não tem e que os clientes enxergam e valorizam, agregando valor a marca, ao produto e a empresa em si), ela pode atuar segundo três estratégias genéricas, a saber:
I – Diferenciação: criar um produto/serviço que seja considerado único no âmbito de determinada indústria, onde a empresa se vale da fidelização do cliente, reforçando sua posição de competitividade no mercado;
II – Liderança em custo: o foco aqui é na administração das operações, planejamentos, projetos, etc, com foco total na redução de custos. É o produzir mais barato que meus concorrentes;
III – Enfoque: onde a empresa determina um alvo específico, sobre o qual atuará e fixará suas estratégias competitivas.
É correto o que se afirma em:
II, III
I, II
I, II, III
III, apenas
I, III
É sabido que com o evolução da tecnologia de computação, o MRP tornou-se cada vez mais completo e eficiente. Por conta de tal evolução, ele passou por três importantes fases, que são em ordem cronológica:
do MRP I para o MRP II, do MRP II para o JIT.
do MRP I para o MRP II, do MRP II para o ERP.
do MRP I para o ERP, do ERP para o MRP II.
do MRP I para o ERP, do ERP para o JIT.
do MRP I para o MRP II, do MRP II para o MRP III.
O MRP tem uma lógica que parte da previsão de demanda (futuro) e depois vem "explodindo" as necessidades de componentes nível a nível, considerando a quantidade necessária, os níveis de estoque e o lead time para a produção ou a obtenção do estoque incremental. Por isso a lógica do MRP é chamada de:
programação enxuta.
programação para frente.
programação para trás.
programação independente.
programação indireta.
A Gestão Ambiental tem três abordagens principais: controle da poluição, prevenção da poluição, e abordagem estratégica. Esta última tem especial interesse dos gestores da produção, pois trata de estratégias que afetam sobremaneira as estratégias produtivas.
Posto isto, assinale a alternativa que traz corretamente uma preocupação básica da abordagem estratégica.
de posição fixa.
intermitente.
de processo.
celular.
de produto.
Além de compreendermos qual o ciclo de vida do produto/serviço da empresa, é vital sabermos qual é a participação relativa de cada produto/serviço no mercado. A matriz BCG pode ser de grande valia neste momento. Ela é usada para definir prioridades para avançar naquilo que ela tem melhores oportunidades de mercado.
A figura a seguir traz a matriz BCG.
![](data:image/png;base64,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)
Os significados de cada uma destas fases é:
I – Estrela: produto que necessita de altos investimentos e que tem referencias no mercado, tem grandes potencialidades de mercado;
II – Vaca leiteira: produto que gera alto volume de vendas e de lucros, porém com mercado estagnado não há necessidade de aporte de investimento para ele. Por ter grande participação no mercado ele pode servir como trampolim para os demais produtos da empresa, que precisam ter suas vendas aumentadas;
III – Ponto de interrogação: tem baixo fluxo de caixa, precisa de grandes investimentos e traz pouco retorno sobre os ativos, além de ter baixa participação de mercado. Cuidado, ele pode absorver investimentos e se tornar um abacaxi. Porem, por estar num mercado em franco crescimento pode se tornar estrela (por isso o ponto de interrogação);
IV – Abacaxi: com crescimento de mercado quase nulo, não merece aporte de investimentos. É um produto em fim de vida. Tentar recuperar um produto/serviço abacaxi pode incorrer em prejuízos. Há que se analisar corretamente.
É correto o que se afirma em:
II, III, IV
I, II, III
II, III
I, II, III, IV
I, III, IV
Os tipos de estrutura dos produtos influenciam na complexidade do PCP. Nesse contexto, sabe-se que empresas, como as montadoras de automóveis, onde uma grande quantidade de componentes é agrupada para a obtenção de um número relativamente pequeno de produtos finais utilizam:
estrutura em forma de "M".
estrutura em forma de "L".
estrutura em forma de "A".
estrutura em forma de "T".
estrutura em forma de "V".
Após analisar as decisões de estrutura de processo tanto em empresas de serviço quanto de manufatura, é preciso compreender as três decisões estratégicas de processo, a saber:
I – Envolvimento do cliente: aqui são tomadas decisões quanto ao grau de flexibilidade tanto dos funcionários quanto dos equipamentos. Quanto maior o grau de flexibilidade (capacidade de modificar o fluxo e a capacidade produtiva) mais precisaremos ter funcionários multifuncionais e equipamentos de uso geral, o que nem sempre sai barato, e precisa ser analisado o retorno financeiro disso. Um exemplo são os layouts celulares, que tem a flexibilidade em sua essência.
II – Flexibilidade de recursos: define o quanto o cliente está envolvido com o processo, o quanto ele faz questão de estar fazendo parte de alguma etapa do processo, ou por vontade própria, ou para redução de custos da empresa. Um exemplo clássico são as redes bancárias que permitem que o cliente resolva muitos dos seus problemas por conta própria.
III – Intensidade de capital: quanto maior for o custo do equipamento em relação ao custo da mão de obra maior será a intensidade de capital. Neste século XXI vivemos a 4ª Revolução Industrial que potencializa o aumento substancial do uso de máquinas e equipamentos em detrimento da força humana de trabalho. A intensidade de capital tem ficado mais forte e evidente, onde vemos robôs substituindo operários em larga escala, com grande redução de custos para a empresa.
É correto o que se afirma em:
III, apenas
I, II, III
I, III
II, III
I, apenas
Uma empresa prestadora de serviços, negócios e projetos contratou um Gestor da Produção para seu departamento de engenharia e a ele foram atribuídas as seguintes tarefas:
I. desenvolver apenas estudos de produtividade para um arranjo físico do setor de robótica em um centro automotivo;
II. desenvolver e gerenciar, no modelo celular, um restaurante por quilo em uma indústria;
III. desenvolver uma nova área de produção em indústria de equipamento hospitalar
Pode(m) ser considerada(s) como projeto(s) APENAS a(s) tarefa(s):
Apenas I e III estão corretas;
Apenas II e III estão corretas.
Apenas I e II estão corretas;
Apenas III está correta;
Apenas I esta correta;
Os sistemas de produção são configurados de acordo com a dimensão do produto final, com a padronização do processo de fabricação e com o volume a ser produzido. Dentre os tipos de sistemas de produção mais comuns, está a produção contínua. São exemplos de empresas que realizam esse tipo de sistema produtivo:
as fábricas de móveis.
as fábricas de aviões.
as indústrias químicas e as usinas de açúcar.
as fábricas de navios.
as construtoras de edifícios.
Para que uma empresa atinja uma certa vantagem competitiva (diferencial que os demais concorrentes não tem e que os clientes enxergam e valorizam, agregando valor a marca, ao produto e a empresa em si), ela pode atuar segundo três estratégias genéricas, a saber:
I – Diferenciação: criar um produto/serviço que seja considerado único no âmbito de determinada indústria, onde a empresa se vale da fidelização do cliente, reforçando sua posição de competitividade no mercado;
II – Liderança em custo: o foco aqui é na administração das operações, planejamentos, projetos, etc, com foco total na redução de custos. É o produzir mais barato que meus concorrentes;
III – Enfoque: onde a empresa determina um alvo específico, sobre o qual atuará e fixará suas estratégias competitivas.
É correto o que se afirma em:
II, III
I, II
I, II, III
III, apenas
I, III
É sabido que com o evolução da tecnologia de computação, o MRP tornou-se cada vez mais completo e eficiente. Por conta de tal evolução, ele passou por três importantes fases, que são em ordem cronológica:
do MRP I para o MRP II, do MRP II para o JIT.
do MRP I para o MRP II, do MRP II para o ERP.
do MRP I para o ERP, do ERP para o MRP II.
do MRP I para o ERP, do ERP para o JIT.
do MRP I para o MRP II, do MRP II para o MRP III.
O MRP tem uma lógica que parte da previsão de demanda (futuro) e depois vem "explodindo" as necessidades de componentes nível a nível, considerando a quantidade necessária, os níveis de estoque e o lead time para a produção ou a obtenção do estoque incremental. Por isso a lógica do MRP é chamada de:
programação enxuta.
programação para frente.
programação para trás.
programação independente.
programação indireta.
A Gestão Ambiental tem três abordagens principais: controle da poluição, prevenção da poluição, e abordagem estratégica. Esta última tem especial interesse dos gestores da produção, pois trata de estratégias que afetam sobremaneira as estratégias produtivas.
Posto isto, assinale a alternativa que traz corretamente uma preocupação básica da abordagem estratégica.
II, III, IV
I, II, III
II, III
I, II, III, IV
I, III, IV
Os tipos de estrutura dos produtos influenciam na complexidade do PCP. Nesse contexto, sabe-se que empresas, como as montadoras de automóveis, onde uma grande quantidade de componentes é agrupada para a obtenção de um número relativamente pequeno de produtos finais utilizam:
estrutura em forma de "M".
estrutura em forma de "L".
estrutura em forma de "A".
estrutura em forma de "T".
estrutura em forma de "V".
Após analisar as decisões de estrutura de processo tanto em empresas de serviço quanto de manufatura, é preciso compreender as três decisões estratégicas de processo, a saber:
I – Envolvimento do cliente: aqui são tomadas decisões quanto ao grau de flexibilidade tanto dos funcionários quanto dos equipamentos. Quanto maior o grau de flexibilidade (capacidade de modificar o fluxo e a capacidade produtiva) mais precisaremos ter funcionários multifuncionais e equipamentos de uso geral, o que nem sempre sai barato, e precisa ser analisado o retorno financeiro disso. Um exemplo são os layouts celulares, que tem a flexibilidade em sua essência.
II – Flexibilidade de recursos: define o quanto o cliente está envolvido com o processo, o quanto ele faz questão de estar fazendo parte de alguma etapa do processo, ou por vontade própria, ou para redução de custos da empresa. Um exemplo clássico são as redes bancárias que permitem que o cliente resolva muitos dos seus problemas por conta própria.
III – Intensidade de capital: quanto maior for o custo do equipamento em relação ao custo da mão de obra maior será a intensidade de capital. Neste século XXI vivemos a 4ª Revolução Industrial que potencializa o aumento substancial do uso de máquinas e equipamentos em detrimento da força humana de trabalho. A intensidade de capital tem ficado mais forte e evidente, onde vemos robôs substituindo operários em larga escala, com grande redução de custos para a empresa.
É correto o que se afirma em:
III, apenas
I, II, III
I, III
II, III
I, apenas
Uma empresa prestadora de serviços, negócios e projetos contratou um Gestor da Produção para seu departamento de engenharia e a ele foram atribuídas as seguintes tarefas:
I. desenvolver apenas estudos de produtividade para um arranjo físico do setor de robótica em um centro automotivo;
II. desenvolver e gerenciar, no modelo celular, um restaurante por quilo em uma indústria;
III. desenvolver uma nova área de produção em indústria de equipamento hospitalar
Pode(m) ser considerada(s) como projeto(s) APENAS a(s) tarefa(s):
Apenas I e III estão corretas;
Apenas II e III estão corretas.
Apenas I e II estão corretas;
Apenas III está correta;
Apenas I esta correta;
Os sistemas de produção são configurados de acordo com a dimensão do produto final, com a padronização do processo de fabricação e com o volume a ser produzido. Dentre os tipos de sistemas de produção mais comuns, está a produção contínua. São exemplos de empresas que realizam esse tipo de sistema produtivo:
as fábricas de móveis.
as fábricas de aviões.
as indústrias químicas e as usinas de açúcar.
as fábricas de navios.
as construtoras de edifícios.
Para que uma empresa atinja uma certa vantagem competitiva (diferencial que os demais concorrentes não tem e que os clientes enxergam e valorizam, agregando valor a marca, ao produto e a empresa em si), ela pode atuar segundo três estratégias genéricas, a saber:
I – Diferenciação: criar um produto/serviço que seja considerado único no âmbito de determinada indústria, onde a empresa se vale da fidelização do cliente, reforçando sua posição de competitividade no mercado;
II – Liderança em custo: o foco aqui é na administração das operações, planejamentos, projetos, etc, com foco total na redução de custos. É o produzir mais barato que meus concorrentes;
III – Enfoque: onde a empresa determina um alvo específico, sobre o qual atuará e fixará suas estratégias competitivas.
É correto o que se afirma em:
II, III
I, II
I, II, III
III, apenas
I, III
É sabido que com o evolução da tecnologia de computação, o MRP tornou-se cada vez mais completo e eficiente. Por conta de tal evolução, ele passou por três importantes fases, que são em ordem cronológica:
do MRP I para o MRP II, do MRP II para o JIT.
do MRP I para o MRP II, do MRP II para o ERP.
do MRP I para o ERP, do ERP para o MRP II.
do MRP I para o ERP, do ERP para o JIT.
do MRP I para o MRP II, do MRP II para o MRP III.
O MRP tem uma lógica que parte da previsão de demanda (futuro) e depois vem "explodindo" as necessidades de componentes nível a nível, considerando a quantidade necessária, os níveis de estoque e o lead time para a produção ou a obtenção do estoque incremental. Por isso a lógica do MRP é chamada de:
programação enxuta.
programação para frente.
programação para trás.
programação independente.
programação indireta.
A Gestão Ambiental tem três abordagens principais: controle da poluição, prevenção da poluição, e abordagem estratégica. Esta última tem especial interesse dos gestores da produção, pois trata de estratégias que afetam sobremaneira as estratégias produtivas.
Posto isto, assinale a alternativa que traz corretamente uma preocupação básica da abordagem estratégica.
estrutura em forma de "M".
estrutura em forma de "L".
estrutura em forma de "A".
estrutura em forma de "T".
estrutura em forma de "V".
Após analisar as decisões de estrutura de processo tanto em empresas de serviço quanto de manufatura, é preciso compreender as três decisões estratégicas de processo, a saber:
I – Envolvimento do cliente: aqui são tomadas decisões quanto ao grau de flexibilidade tanto dos funcionários quanto dos equipamentos. Quanto maior o grau de flexibilidade (capacidade de modificar o fluxo e a capacidade produtiva) mais precisaremos ter funcionários multifuncionais e equipamentos de uso geral, o que nem sempre sai barato, e precisa ser analisado o retorno financeiro disso. Um exemplo são os layouts celulares, que tem a flexibilidade em sua essência.
II – Flexibilidade de recursos: define o quanto o cliente está envolvido com o processo, o quanto ele faz questão de estar fazendo parte de alguma etapa do processo, ou por vontade própria, ou para redução de custos da empresa. Um exemplo clássico são as redes bancárias que permitem que o cliente resolva muitos dos seus problemas por conta própria.
III – Intensidade de capital: quanto maior for o custo do equipamento em relação ao custo da mão de obra maior será a intensidade de capital. Neste século XXI vivemos a 4ª Revolução Industrial que potencializa o aumento substancial do uso de máquinas e equipamentos em detrimento da força humana de trabalho. A intensidade de capital tem ficado mais forte e evidente, onde vemos robôs substituindo operários em larga escala, com grande redução de custos para a empresa.
É correto o que se afirma em:
III, apenas
I, II, III
I, III
II, III
I, apenas
Uma empresa prestadora de serviços, negócios e projetos contratou um Gestor da Produção para seu departamento de engenharia e a ele foram atribuídas as seguintes tarefas:
I. desenvolver apenas estudos de produtividade para um arranjo físico do setor de robótica em um centro automotivo;
II. desenvolver e gerenciar, no modelo celular, um restaurante por quilo em uma indústria;
III. desenvolver uma nova área de produção em indústria de equipamento hospitalar
Pode(m) ser considerada(s) como projeto(s) APENAS a(s) tarefa(s):
Apenas I e III estão corretas;
Apenas II e III estão corretas.
Apenas I e II estão corretas;
Apenas III está correta;
Apenas I esta correta;
Os sistemas de produção são configurados de acordo com a dimensão do produto final, com a padronização do processo de fabricação e com o volume a ser produzido. Dentre os tipos de sistemas de produção mais comuns, está a produção contínua. São exemplos de empresas que realizam esse tipo de sistema produtivo:
as fábricas de móveis.
as fábricas de aviões.
as indústrias químicas e as usinas de açúcar.
as fábricas de navios.
as construtoras de edifícios.
Para que uma empresa atinja uma certa vantagem competitiva (diferencial que os demais concorrentes não tem e que os clientes enxergam e valorizam, agregando valor a marca, ao produto e a empresa em si), ela pode atuar segundo três estratégias genéricas, a saber:
I – Diferenciação: criar um produto/serviço que seja considerado único no âmbito de determinada indústria, onde a empresa se vale da fidelização do cliente, reforçando sua posição de competitividade no mercado;
II – Liderança em custo: o foco aqui é na administração das operações, planejamentos, projetos, etc, com foco total na redução de custos. É o produzir mais barato que meus concorrentes;
III – Enfoque: onde a empresa determina um alvo específico, sobre o qual atuará e fixará suas estratégias competitivas.
É correto o que se afirma em:
II, III
I, II
I, II, III
III, apenas
I, III
É sabido que com o evolução da tecnologia de computação, o MRP tornou-se cada vez mais completo e eficiente. Por conta de tal evolução, ele passou por três importantes fases, que são em ordem cronológica:
do MRP I para o MRP II, do MRP II para o JIT.
do MRP I para o MRP II, do MRP II para o ERP.
do MRP I para o ERP, do ERP para o MRP II.
do MRP I para o ERP, do ERP para o JIT.
do MRP I para o MRP II, do MRP II para o MRP III.
O MRP tem uma lógica que parte da previsão de demanda (futuro) e depois vem "explodindo" as necessidades de componentes nível a nível, considerando a quantidade necessária, os níveis de estoque e o lead time para a produção ou a obtenção do estoque incremental. Por isso a lógica do MRP é chamada de:
programação enxuta.
programação para frente.
programação para trás.
programação independente.
programação indireta.
A Gestão Ambiental tem três abordagens principais: controle da poluição, prevenção da poluição, e abordagem estratégica. Esta última tem especial interesse dos gestores da produção, pois trata de estratégias que afetam sobremaneira as estratégias produtivas.
Posto isto, assinale a alternativa que traz corretamente uma preocupação básica da abordagem estratégica.
III, apenas
I, II, III
I, III
II, III
I, apenas
Uma empresa prestadora de serviços, negócios e projetos contratou um Gestor da Produção para seu departamento de engenharia e a ele foram atribuídas as seguintes tarefas:
I. desenvolver apenas estudos de produtividade para um arranjo físico do setor de robótica em um centro automotivo;
II. desenvolver e gerenciar, no modelo celular, um restaurante por quilo em uma indústria;
III. desenvolver uma nova área de produção em indústria de equipamento hospitalar
Pode(m) ser considerada(s) como projeto(s) APENAS a(s) tarefa(s):
Apenas I e III estão corretas;
Apenas II e III estão corretas.
Apenas I e II estão corretas;
Apenas III está correta;
Apenas I esta correta;
Os sistemas de produção são configurados de acordo com a dimensão do produto final, com a padronização do processo de fabricação e com o volume a ser produzido. Dentre os tipos de sistemas de produção mais comuns, está a produção contínua. São exemplos de empresas que realizam esse tipo de sistema produtivo:
as fábricas de móveis.
as fábricas de aviões.
as indústrias químicas e as usinas de açúcar.
as fábricas de navios.
as construtoras de edifícios.
Para que uma empresa atinja uma certa vantagem competitiva (diferencial que os demais concorrentes não tem e que os clientes enxergam e valorizam, agregando valor a marca, ao produto e a empresa em si), ela pode atuar segundo três estratégias genéricas, a saber:
I – Diferenciação: criar um produto/serviço que seja considerado único no âmbito de determinada indústria, onde a empresa se vale da fidelização do cliente, reforçando sua posição de competitividade no mercado;
II – Liderança em custo: o foco aqui é na administração das operações, planejamentos, projetos, etc, com foco total na redução de custos. É o produzir mais barato que meus concorrentes;
III – Enfoque: onde a empresa determina um alvo específico, sobre o qual atuará e fixará suas estratégias competitivas.
É correto o que se afirma em:
II, III
I, II
I, II, III
III, apenas
I, III
É sabido que com o evolução da tecnologia de computação, o MRP tornou-se cada vez mais completo e eficiente. Por conta de tal evolução, ele passou por três importantes fases, que são em ordem cronológica:
do MRP I para o MRP II, do MRP II para o JIT.
do MRP I para o MRP II, do MRP II para o ERP.
do MRP I para o ERP, do ERP para o MRP II.
do MRP I para o ERP, do ERP para o JIT.
do MRP I para o MRP II, do MRP II para o MRP III.
O MRP tem uma lógica que parte da previsão de demanda (futuro) e depois vem "explodindo" as necessidades de componentes nível a nível, considerando a quantidade necessária, os níveis de estoque e o lead time para a produção ou a obtenção do estoque incremental. Por isso a lógica do MRP é chamada de:
programação enxuta.
programação para frente.
programação para trás.
programação independente.
programação indireta.
A Gestão Ambiental tem três abordagens principais: controle da poluição, prevenção da poluição, e abordagem estratégica. Esta última tem especial interesse dos gestores da produção, pois trata de estratégias que afetam sobremaneira as estratégias produtivas.
Posto isto, assinale a alternativa que traz corretamente uma preocupação básica da abordagem estratégica.
Apenas I e III estão corretas;
Apenas II e III estão corretas.
Apenas I e II estão corretas;
Apenas III está correta;
Apenas I esta correta;
Os sistemas de produção são configurados de acordo com a dimensão do produto final, com a padronização do processo de fabricação e com o volume a ser produzido. Dentre os tipos de sistemas de produção mais comuns, está a produção contínua. São exemplos de empresas que realizam esse tipo de sistema produtivo:
as fábricas de móveis.
as fábricas de aviões.
as indústrias químicas e as usinas de açúcar.
as fábricas de navios.
as construtoras de edifícios.
Para que uma empresa atinja uma certa vantagem competitiva (diferencial que os demais concorrentes não tem e que os clientes enxergam e valorizam, agregando valor a marca, ao produto e a empresa em si), ela pode atuar segundo três estratégias genéricas, a saber:
I – Diferenciação: criar um produto/serviço que seja considerado único no âmbito de determinada indústria, onde a empresa se vale da fidelização do cliente, reforçando sua posição de competitividade no mercado;
II – Liderança em custo: o foco aqui é na administração das operações, planejamentos, projetos, etc, com foco total na redução de custos. É o produzir mais barato que meus concorrentes;
III – Enfoque: onde a empresa determina um alvo específico, sobre o qual atuará e fixará suas estratégias competitivas.
É correto o que se afirma em:
II, III
I, II
I, II, III
III, apenas
I, III
É sabido que com o evolução da tecnologia de computação, o MRP tornou-se cada vez mais completo e eficiente. Por conta de tal evolução, ele passou por três importantes fases, que são em ordem cronológica:
do MRP I para o MRP II, do MRP II para o JIT.
do MRP I para o MRP II, do MRP II para o ERP.
do MRP I para o ERP, do ERP para o MRP II.
do MRP I para o ERP, do ERP para o JIT.
do MRP I para o MRP II, do MRP II para o MRP III.
O MRP tem uma lógica que parte da previsão de demanda (futuro) e depois vem "explodindo" as necessidades de componentes nível a nível, considerando a quantidade necessária, os níveis de estoque e o lead time para a produção ou a obtenção do estoque incremental. Por isso a lógica do MRP é chamada de:
programação enxuta.
programação para frente.
programação para trás.
programação independente.
programação indireta.
A Gestão Ambiental tem três abordagens principais: controle da poluição, prevenção da poluição, e abordagem estratégica. Esta última tem especial interesse dos gestores da produção, pois trata de estratégias que afetam sobremaneira as estratégias produtivas.
Posto isto, assinale a alternativa que traz corretamente uma preocupação básica da abordagem estratégica.
as fábricas de móveis.
as fábricas de aviões.
as indústrias químicas e as usinas de açúcar.
as fábricas de navios.
as construtoras de edifícios.
Para que uma empresa atinja uma certa vantagem competitiva (diferencial que os demais concorrentes não tem e que os clientes enxergam e valorizam, agregando valor a marca, ao produto e a empresa em si), ela pode atuar segundo três estratégias genéricas, a saber:
I – Diferenciação: criar um produto/serviço que seja considerado único no âmbito de determinada indústria, onde a empresa se vale da fidelização do cliente, reforçando sua posição de competitividade no mercado;
II – Liderança em custo: o foco aqui é na administração das operações, planejamentos, projetos, etc, com foco total na redução de custos. É o produzir mais barato que meus concorrentes;
III – Enfoque: onde a empresa determina um alvo específico, sobre o qual atuará e fixará suas estratégias competitivas.
É correto o que se afirma em:
II, III
I, II
I, II, III
III, apenas
I, III
É sabido que com o evolução da tecnologia de computação, o MRP tornou-se cada vez mais completo e eficiente. Por conta de tal evolução, ele passou por três importantes fases, que são em ordem cronológica:
do MRP I para o MRP II, do MRP II para o JIT.
do MRP I para o MRP II, do MRP II para o ERP.
do MRP I para o ERP, do ERP para o MRP II.
do MRP I para o ERP, do ERP para o JIT.
do MRP I para o MRP II, do MRP II para o MRP III.
O MRP tem uma lógica que parte da previsão de demanda (futuro) e depois vem "explodindo" as necessidades de componentes nível a nível, considerando a quantidade necessária, os níveis de estoque e o lead time para a produção ou a obtenção do estoque incremental. Por isso a lógica do MRP é chamada de:
programação enxuta.
programação para frente.
programação para trás.
programação independente.
programação indireta.
A Gestão Ambiental tem três abordagens principais: controle da poluição, prevenção da poluição, e abordagem estratégica. Esta última tem especial interesse dos gestores da produção, pois trata de estratégias que afetam sobremaneira as estratégias produtivas.
Posto isto, assinale a alternativa que traz corretamente uma preocupação básica da abordagem estratégica.
II, III
I, II
I, II, III
III, apenas
I, III
É sabido que com o evolução da tecnologia de computação, o MRP tornou-se cada vez mais completo e eficiente. Por conta de tal evolução, ele passou por três importantes fases, que são em ordem cronológica:
do MRP I para o MRP II, do MRP II para o JIT.
do MRP I para o MRP II, do MRP II para o ERP.
do MRP I para o ERP, do ERP para o MRP II.
do MRP I para o ERP, do ERP para o JIT.
do MRP I para o MRP II, do MRP II para o MRP III.
O MRP tem uma lógica que parte da previsão de demanda (futuro) e depois vem "explodindo" as necessidades de componentes nível a nível, considerando a quantidade necessária, os níveis de estoque e o lead time para a produção ou a obtenção do estoque incremental. Por isso a lógica do MRP é chamada de:
programação enxuta.
programação para frente.
programação para trás.
programação independente.
programação indireta.
A Gestão Ambiental tem três abordagens principais: controle da poluição, prevenção da poluição, e abordagem estratégica. Esta última tem especial interesse dos gestores da produção, pois trata de estratégias que afetam sobremaneira as estratégias produtivas.
Posto isto, assinale a alternativa que traz corretamente uma preocupação básica da abordagem estratégica.
do MRP I para o MRP II, do MRP II para o JIT.
do MRP I para o MRP II, do MRP II para o ERP.
do MRP I para o ERP, do ERP para o MRP II.
do MRP I para o ERP, do ERP para o JIT.
do MRP I para o MRP II, do MRP II para o MRP III.
O MRP tem uma lógica que parte da previsão de demanda (futuro) e depois vem "explodindo" as necessidades de componentes nível a nível, considerando a quantidade necessária, os níveis de estoque e o lead time para a produção ou a obtenção do estoque incremental. Por isso a lógica do MRP é chamada de:
programação enxuta.
programação para frente.
programação para trás.
programação independente.
programação indireta.
A Gestão Ambiental tem três abordagens principais: controle da poluição, prevenção da poluição, e abordagem estratégica. Esta última tem especial interesse dos gestores da produção, pois trata de estratégias que afetam sobremaneira as estratégias produtivas.
Posto isto, assinale a alternativa que traz corretamente uma preocupação básica da abordagem estratégica.
programação enxuta.
programação para frente.
programação para trás.
programação independente.
programação indireta.