GESTÃO DA PRODUÇÃO
Falando sobre estratégias de produção e estoque, mais especificamente sobre os tipos de arranjo dos processos, divididos em produção por encomenda, montagem por encomenda, projeto por encomenda e produção para estoque, assinale a seguir a alternativa que traz corretamente um exemplo para cada arranjo destes, nesta sequencia apresentada acima.
Geladeira – salgados para festa – vestido de noiva – Dell computadores
Geladeira – salgados para festa – Dell computadores – vestido de noiva
Salgados para festa – Dell computadores – vestido de noiva – geladeira
Dell computadores – geladeira – salgados para festa – vestido de noiva
Vestido de noiva – Dell computadores – geladeira – salgados para festa
Quem define o que é qualidade é o cliente, não a empresa que está oferecendo o produto ou serviço. Cabe a empresa se atentar para quais características o cliente define como prioritárias num produto ou serviço para que aquele item seja considerado de qualidade.
Além disso, a qualidade pode ser dividida em:
I – Qualidade intrínseca: aquela que pode ser mensurada e avaliada de forma tangível, onde o cliente determina quais as características ele considera importante e a empresa transforma esse desejo do cliente em características técnicas. Outras vezes quem determina essas características são órgãos governamentais ou reguladores, como ANVISA, INMETRO, etc;
II – Qualidade extrínseca: inclui aqui características perceptíveis, subjetivas, sensoriais, até emocionais. É a qualidade percebida pelo cliente, dificilmente mensurável, com atributos qualitativos e poucos quantitativos.
Posto isto, assinale a seguir a alternativa que traz corretamente (1) dois exemplos de características de qualidade intrínsecas e (2) dois exemplos de características de qualidade extrínsecas, nessa ordem.
(1) beleza e cheiro; (2) peso do produto e viscosidade.
(1) viscosidade e beleza; (2) peso do produto e cheiro.
(1) peso do produto e beleza; (2) viscosidade e cheiro.
(1) cheiro e peso do produto; (2) beleza e viscosidade.
(1) peso do produto e viscosidade; (2) beleza e cheiro.
Os produtos e serviços podem ser classificados em bens (produtos) ou serviços e produtos/serviços concretos e abstratos. Os bens, ou mercadorias, são produtos físicos e tangíveis, como pães, lâmpadas, geladeiras, etc. Estes podem ser divididos em bens de consumo e bens de produção. Os bens de consumo são destinados diretamente ao consumidor final, e os bens de produção são destinados a produção de outros bens. Os bens de consumo podem ser divididos em três categorias, a saber:
I – Bens de consumo duráveis: aqueles produtos que tem vida útil maior, podendo ser consumidos ao longo de anos, como automóveis, eletrodomésticos, etc;
II – Bens de consumo não duráveis: também chamados de bens de consumo perecíveis, são produtos que tem vida útil bem menor, não podendo ser consumido por anos, como frutas, laticínios, etc;
III – Bens de consumo semiduráveis: são produtos que devem ser consumidos num prazo menor que os produtos duráveis pois seu uso acarreta desgaste no produto, como roupas, calçados, etc.
Marque a seguir a alternativa que traz corretamente três exemplos de um bem de consumo durável, um não durável e um semidurável, nessa ordem.
Remédio – mesa de jantar – sapato
Mesa de jantar – remédio – sapato
Remédio – sapato – mesa de jantar
Sapato – remédio – mesa de jantar
Sapato – mesa de jantar – remédio
Inovação é um processo de inventar, reinventar, criar, recriar, desenvolver, aprimorar, um produto, processo ou serviço. A inovação pode ser dividia em:
I - Inovação radical ou de ruptura: caracterizada pela quebra de paradigmas e por ser ligada a custos mais altos de implantação, além de retorno a médio ou longo prazo;
II - Inovação incremental: ou inovação por processo de melhoria contínua, caracteriza-se por um aprimoramento constante e paulatino, além de incorrer em menores custos de implantação e ser mais rápida;
III – Inovação disruptiva: caracterizada por possibilitar a empresa aumento da competitividade através do incremento significativo na força de vendas externas.
Analisando os conceitos de inovação, fazendo a leitura recomendada, é correto o que se afirma em:
II, III
I, II, III
I, II
III, apenas
I, III
Os três tipos principais de manutenção são:
I - Manutenção corretiva: estragou conserta. É a manutenção que ocorre após a falha do equipamento, de forma a deixar tanto equipamento quanto funcionário parados aguardando o reparo;
II - Manutenção preventiva: atua de forma a prevenir que o equipamento fique parado por falha, agindo preventivamente, através de uma programação de manutenção (PCM), feita numa escala de tempo e agenda;
III - Manutenção preditiva: aquela que prediz quando o equipamento vai falhar/parar. Ela só é possível quando da utilização de instrumentos de aferição e acompanhamento do desempenho dos elementos dos equipamentos e de sua vida útil.
Analisando o exposto acima e o material estudado, é correto o que se afirma em:
II, III
I, II, III
I, III
I, II
III, apenas
Um diretor industrial solicitou ao novo gerente de produção uma tarefa assim que ele foi contratado: encontrar o tempo médio entre falhas (TMEF). De posse desta tarefa, o gerente saiu para conhecer o processo, onde passou alguns dias analisando os equipamentos e seus comportamentos. Ele decidiu começar pela máquina M10, analisando qual o número de falhas dela no mês corrente. Neste mês de 160 horas de produção, ele encontrou 9 falhas. Assinale a seguir a alternativa que traz corretamente o TMEF desta máquina M10.
17,07 horas
17,78 horas
18,77 horas
1,78 horas
1,08 horas
Um gerente de produção precisa calcular a confiabilidade para o sistema produtivo que ele gerencia. Este sistema é composto por: corte, dobra, solda, lixa, pintura. As confiabilidades individuais de cada equipamento são, na ordem apresentada acima: 92%, 89%, 84%, 81%, 93%. Assinale a alternativa que traz a confiabilidade correta deste sistema.
81,82%
67,10%
52,84%
51,81%
90,81%
Um fabricante de componentes metálicos para a indústria automobilística coletou uma amostra de 50 eixos do seu processo final de usinagem com intuito de criar um histograma do controle do diâmetro dos mesmos. As fórmulas seguem abaixo, juntamente com a tabela que traz as medidas obtidas dos diâmetros dos eixos (em mm), para que você construa uma tabela com as classes, os limites e a frequência, e por fim um histograma.
Fórmulas:
R = maior valor – menor valor
H = R/k
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LS = LI + H
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)
Assinale a alternativa que traz corretamente o valor do H.
0,35
0,18
0,2
0,36
0,41
Questão adaptada do ENADE 2017:
Nas fábricas inteligentes produtos também inteligentes possuem uma identidade única e o histórico de produção e consumo pode ser rastreado a qualquer momento, o que permite mudanças importantes ou ajustes pontuais ao longo dos processos de produção envolvidos. Os sistemas de fabricação estão conectados – verticalmente, ao longo da cadeia produtiva, e horizontalmente, com outras redes de valor – e podem ser geridos em tempo real. Uma consequência de alto impacto é a drástica redução de estoques e das escalas mínimas de produção.
Disponível em: . Acesso em: 22 jul. 2017 (adaptado).
Considerando o texto apresentado, que faz a referencia a uma nova revolução industrial, avalie as asserções a seguir e a relação proposta entre elas.
I – A gestão de pessoas enfrentará novos desafios na implantação de métodos e técnicas de trabalho ao integrar diversos conhecimentos.
PORQUE
II – A formação de recursos humanos deverá estar alinhada a bases tecnológicas adequadas à construção e à difusão de novas soluções, a serem obtidas por meio do trabalho com equipes multidisciplinares.
A respeito dessas asserções, assinale a opção correta.
A asserção I é uma proposição falsa, e a II é uma proposição verdadeira.
As asserções I e II são proposições verdadeiras, e a II é uma justificativa correta da I.
As asserções I e II são proposições verdadeiras, mas a II não é uma justificativa correta da I.
As asserções I e II são proposições falsas.
A asserção I é uma proposição verdadeira, e a II é uma proposição falsa.
A metodologia 5S veio para trazer às empresas que a implantarem, mais organização, visibilidade e qualidade. O 5 sensos do 5S significam:
I – Seiri: senso de utilização e descarte;
II – Seiton: senso de limpeza;
III – Seiso: senso de organização e arrumação;
IV – Seiketsu: senso de padronização;
V – Shitsuke: senso de disciplina.
De posse disso, e dos conceitos abordados no livro referenciado em suas orientações, a respeito dos 5 sensos é correto o que se afirma em:
Geladeira – salgados para festa – vestido de noiva – Dell computadores
Geladeira – salgados para festa – Dell computadores – vestido de noiva
Salgados para festa – Dell computadores – vestido de noiva – geladeira
Dell computadores – geladeira – salgados para festa – vestido de noiva
Vestido de noiva – Dell computadores – geladeira – salgados para festa
Quem define o que é qualidade é o cliente, não a empresa que está oferecendo o produto ou serviço. Cabe a empresa se atentar para quais características o cliente define como prioritárias num produto ou serviço para que aquele item seja considerado de qualidade.
Além disso, a qualidade pode ser dividida em:
I – Qualidade intrínseca: aquela que pode ser mensurada e avaliada de forma tangível, onde o cliente determina quais as características ele considera importante e a empresa transforma esse desejo do cliente em características técnicas. Outras vezes quem determina essas características são órgãos governamentais ou reguladores, como ANVISA, INMETRO, etc;
II – Qualidade extrínseca: inclui aqui características perceptíveis, subjetivas, sensoriais, até emocionais. É a qualidade percebida pelo cliente, dificilmente mensurável, com atributos qualitativos e poucos quantitativos.
Posto isto, assinale a seguir a alternativa que traz corretamente (1) dois exemplos de características de qualidade intrínsecas e (2) dois exemplos de características de qualidade extrínsecas, nessa ordem.
(1) beleza e cheiro; (2) peso do produto e viscosidade.
(1) viscosidade e beleza; (2) peso do produto e cheiro.
(1) peso do produto e beleza; (2) viscosidade e cheiro.
(1) cheiro e peso do produto; (2) beleza e viscosidade.
(1) peso do produto e viscosidade; (2) beleza e cheiro.
Os produtos e serviços podem ser classificados em bens (produtos) ou serviços e produtos/serviços concretos e abstratos. Os bens, ou mercadorias, são produtos físicos e tangíveis, como pães, lâmpadas, geladeiras, etc. Estes podem ser divididos em bens de consumo e bens de produção. Os bens de consumo são destinados diretamente ao consumidor final, e os bens de produção são destinados a produção de outros bens. Os bens de consumo podem ser divididos em três categorias, a saber:
I – Bens de consumo duráveis: aqueles produtos que tem vida útil maior, podendo ser consumidos ao longo de anos, como automóveis, eletrodomésticos, etc;
II – Bens de consumo não duráveis: também chamados de bens de consumo perecíveis, são produtos que tem vida útil bem menor, não podendo ser consumido por anos, como frutas, laticínios, etc;
III – Bens de consumo semiduráveis: são produtos que devem ser consumidos num prazo menor que os produtos duráveis pois seu uso acarreta desgaste no produto, como roupas, calçados, etc.
Marque a seguir a alternativa que traz corretamente três exemplos de um bem de consumo durável, um não durável e um semidurável, nessa ordem.
Remédio – mesa de jantar – sapato
Mesa de jantar – remédio – sapato
Remédio – sapato – mesa de jantar
Sapato – remédio – mesa de jantar
Sapato – mesa de jantar – remédio
Inovação é um processo de inventar, reinventar, criar, recriar, desenvolver, aprimorar, um produto, processo ou serviço. A inovação pode ser dividia em:
I - Inovação radical ou de ruptura: caracterizada pela quebra de paradigmas e por ser ligada a custos mais altos de implantação, além de retorno a médio ou longo prazo;
II - Inovação incremental: ou inovação por processo de melhoria contínua, caracteriza-se por um aprimoramento constante e paulatino, além de incorrer em menores custos de implantação e ser mais rápida;
III – Inovação disruptiva: caracterizada por possibilitar a empresa aumento da competitividade através do incremento significativo na força de vendas externas.
Analisando os conceitos de inovação, fazendo a leitura recomendada, é correto o que se afirma em:
II, III
I, II, III
I, II
III, apenas
I, III
Os três tipos principais de manutenção são:
I - Manutenção corretiva: estragou conserta. É a manutenção que ocorre após a falha do equipamento, de forma a deixar tanto equipamento quanto funcionário parados aguardando o reparo;
II - Manutenção preventiva: atua de forma a prevenir que o equipamento fique parado por falha, agindo preventivamente, através de uma programação de manutenção (PCM), feita numa escala de tempo e agenda;
III - Manutenção preditiva: aquela que prediz quando o equipamento vai falhar/parar. Ela só é possível quando da utilização de instrumentos de aferição e acompanhamento do desempenho dos elementos dos equipamentos e de sua vida útil.
Analisando o exposto acima e o material estudado, é correto o que se afirma em:
II, III
I, II, III
I, III
I, II
III, apenas
Um diretor industrial solicitou ao novo gerente de produção uma tarefa assim que ele foi contratado: encontrar o tempo médio entre falhas (TMEF). De posse desta tarefa, o gerente saiu para conhecer o processo, onde passou alguns dias analisando os equipamentos e seus comportamentos. Ele decidiu começar pela máquina M10, analisando qual o número de falhas dela no mês corrente. Neste mês de 160 horas de produção, ele encontrou 9 falhas. Assinale a seguir a alternativa que traz corretamente o TMEF desta máquina M10.
17,07 horas
17,78 horas
18,77 horas
1,78 horas
1,08 horas
Um gerente de produção precisa calcular a confiabilidade para o sistema produtivo que ele gerencia. Este sistema é composto por: corte, dobra, solda, lixa, pintura. As confiabilidades individuais de cada equipamento são, na ordem apresentada acima: 92%, 89%, 84%, 81%, 93%. Assinale a alternativa que traz a confiabilidade correta deste sistema.
81,82%
67,10%
52,84%
51,81%
90,81%
Um fabricante de componentes metálicos para a indústria automobilística coletou uma amostra de 50 eixos do seu processo final de usinagem com intuito de criar um histograma do controle do diâmetro dos mesmos. As fórmulas seguem abaixo, juntamente com a tabela que traz as medidas obtidas dos diâmetros dos eixos (em mm), para que você construa uma tabela com as classes, os limites e a frequência, e por fim um histograma.
Fórmulas:
R = maior valor – menor valor
H = R/k
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LS = LI + H
![](data:image/png;base64,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)
Assinale a alternativa que traz corretamente o valor do H.
0,35
0,18
0,2
0,36
0,41
Questão adaptada do ENADE 2017:
Nas fábricas inteligentes produtos também inteligentes possuem uma identidade única e o histórico de produção e consumo pode ser rastreado a qualquer momento, o que permite mudanças importantes ou ajustes pontuais ao longo dos processos de produção envolvidos. Os sistemas de fabricação estão conectados – verticalmente, ao longo da cadeia produtiva, e horizontalmente, com outras redes de valor – e podem ser geridos em tempo real. Uma consequência de alto impacto é a drástica redução de estoques e das escalas mínimas de produção.
Disponível em: . Acesso em: 22 jul. 2017 (adaptado).
Considerando o texto apresentado, que faz a referencia a uma nova revolução industrial, avalie as asserções a seguir e a relação proposta entre elas.
I – A gestão de pessoas enfrentará novos desafios na implantação de métodos e técnicas de trabalho ao integrar diversos conhecimentos.
PORQUE
II – A formação de recursos humanos deverá estar alinhada a bases tecnológicas adequadas à construção e à difusão de novas soluções, a serem obtidas por meio do trabalho com equipes multidisciplinares.
A respeito dessas asserções, assinale a opção correta.
A asserção I é uma proposição falsa, e a II é uma proposição verdadeira.
As asserções I e II são proposições verdadeiras, e a II é uma justificativa correta da I.
As asserções I e II são proposições verdadeiras, mas a II não é uma justificativa correta da I.
As asserções I e II são proposições falsas.
A asserção I é uma proposição verdadeira, e a II é uma proposição falsa.
A metodologia 5S veio para trazer às empresas que a implantarem, mais organização, visibilidade e qualidade. O 5 sensos do 5S significam:
I – Seiri: senso de utilização e descarte;
II – Seiton: senso de limpeza;
III – Seiso: senso de organização e arrumação;
IV – Seiketsu: senso de padronização;
V – Shitsuke: senso de disciplina.
De posse disso, e dos conceitos abordados no livro referenciado em suas orientações, a respeito dos 5 sensos é correto o que se afirma em:
(1) beleza e cheiro; (2) peso do produto e viscosidade.
(1) viscosidade e beleza; (2) peso do produto e cheiro.
(1) peso do produto e beleza; (2) viscosidade e cheiro.
(1) cheiro e peso do produto; (2) beleza e viscosidade.
(1) peso do produto e viscosidade; (2) beleza e cheiro.
Os produtos e serviços podem ser classificados em bens (produtos) ou serviços e produtos/serviços concretos e abstratos. Os bens, ou mercadorias, são produtos físicos e tangíveis, como pães, lâmpadas, geladeiras, etc. Estes podem ser divididos em bens de consumo e bens de produção. Os bens de consumo são destinados diretamente ao consumidor final, e os bens de produção são destinados a produção de outros bens. Os bens de consumo podem ser divididos em três categorias, a saber:
I – Bens de consumo duráveis: aqueles produtos que tem vida útil maior, podendo ser consumidos ao longo de anos, como automóveis, eletrodomésticos, etc;
II – Bens de consumo não duráveis: também chamados de bens de consumo perecíveis, são produtos que tem vida útil bem menor, não podendo ser consumido por anos, como frutas, laticínios, etc;
III – Bens de consumo semiduráveis: são produtos que devem ser consumidos num prazo menor que os produtos duráveis pois seu uso acarreta desgaste no produto, como roupas, calçados, etc.
Marque a seguir a alternativa que traz corretamente três exemplos de um bem de consumo durável, um não durável e um semidurável, nessa ordem.
Remédio – mesa de jantar – sapato
Mesa de jantar – remédio – sapato
Remédio – sapato – mesa de jantar
Sapato – remédio – mesa de jantar
Sapato – mesa de jantar – remédio
Inovação é um processo de inventar, reinventar, criar, recriar, desenvolver, aprimorar, um produto, processo ou serviço. A inovação pode ser dividia em:
I - Inovação radical ou de ruptura: caracterizada pela quebra de paradigmas e por ser ligada a custos mais altos de implantação, além de retorno a médio ou longo prazo;
II - Inovação incremental: ou inovação por processo de melhoria contínua, caracteriza-se por um aprimoramento constante e paulatino, além de incorrer em menores custos de implantação e ser mais rápida;
III – Inovação disruptiva: caracterizada por possibilitar a empresa aumento da competitividade através do incremento significativo na força de vendas externas.
Analisando os conceitos de inovação, fazendo a leitura recomendada, é correto o que se afirma em:
II, III
I, II, III
I, II
III, apenas
I, III
Os três tipos principais de manutenção são:
I - Manutenção corretiva: estragou conserta. É a manutenção que ocorre após a falha do equipamento, de forma a deixar tanto equipamento quanto funcionário parados aguardando o reparo;
II - Manutenção preventiva: atua de forma a prevenir que o equipamento fique parado por falha, agindo preventivamente, através de uma programação de manutenção (PCM), feita numa escala de tempo e agenda;
III - Manutenção preditiva: aquela que prediz quando o equipamento vai falhar/parar. Ela só é possível quando da utilização de instrumentos de aferição e acompanhamento do desempenho dos elementos dos equipamentos e de sua vida útil.
Analisando o exposto acima e o material estudado, é correto o que se afirma em:
II, III
I, II, III
I, III
I, II
III, apenas
Um diretor industrial solicitou ao novo gerente de produção uma tarefa assim que ele foi contratado: encontrar o tempo médio entre falhas (TMEF). De posse desta tarefa, o gerente saiu para conhecer o processo, onde passou alguns dias analisando os equipamentos e seus comportamentos. Ele decidiu começar pela máquina M10, analisando qual o número de falhas dela no mês corrente. Neste mês de 160 horas de produção, ele encontrou 9 falhas. Assinale a seguir a alternativa que traz corretamente o TMEF desta máquina M10.
17,07 horas
17,78 horas
18,77 horas
1,78 horas
1,08 horas
Um gerente de produção precisa calcular a confiabilidade para o sistema produtivo que ele gerencia. Este sistema é composto por: corte, dobra, solda, lixa, pintura. As confiabilidades individuais de cada equipamento são, na ordem apresentada acima: 92%, 89%, 84%, 81%, 93%. Assinale a alternativa que traz a confiabilidade correta deste sistema.
81,82%
67,10%
52,84%
51,81%
90,81%
Um fabricante de componentes metálicos para a indústria automobilística coletou uma amostra de 50 eixos do seu processo final de usinagem com intuito de criar um histograma do controle do diâmetro dos mesmos. As fórmulas seguem abaixo, juntamente com a tabela que traz as medidas obtidas dos diâmetros dos eixos (em mm), para que você construa uma tabela com as classes, os limites e a frequência, e por fim um histograma.
Fórmulas:
R = maior valor – menor valor
H = R/k
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LS = LI + H
![](data:image/png;base64,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)
Assinale a alternativa que traz corretamente o valor do H.
0,35
0,18
0,2
0,36
0,41
Questão adaptada do ENADE 2017:
Nas fábricas inteligentes produtos também inteligentes possuem uma identidade única e o histórico de produção e consumo pode ser rastreado a qualquer momento, o que permite mudanças importantes ou ajustes pontuais ao longo dos processos de produção envolvidos. Os sistemas de fabricação estão conectados – verticalmente, ao longo da cadeia produtiva, e horizontalmente, com outras redes de valor – e podem ser geridos em tempo real. Uma consequência de alto impacto é a drástica redução de estoques e das escalas mínimas de produção.
Disponível em: . Acesso em: 22 jul. 2017 (adaptado).
Considerando o texto apresentado, que faz a referencia a uma nova revolução industrial, avalie as asserções a seguir e a relação proposta entre elas.
I – A gestão de pessoas enfrentará novos desafios na implantação de métodos e técnicas de trabalho ao integrar diversos conhecimentos.
PORQUE
II – A formação de recursos humanos deverá estar alinhada a bases tecnológicas adequadas à construção e à difusão de novas soluções, a serem obtidas por meio do trabalho com equipes multidisciplinares.
A respeito dessas asserções, assinale a opção correta.
A asserção I é uma proposição falsa, e a II é uma proposição verdadeira.
As asserções I e II são proposições verdadeiras, e a II é uma justificativa correta da I.
As asserções I e II são proposições verdadeiras, mas a II não é uma justificativa correta da I.
As asserções I e II são proposições falsas.
A asserção I é uma proposição verdadeira, e a II é uma proposição falsa.
A metodologia 5S veio para trazer às empresas que a implantarem, mais organização, visibilidade e qualidade. O 5 sensos do 5S significam:
I – Seiri: senso de utilização e descarte;
II – Seiton: senso de limpeza;
III – Seiso: senso de organização e arrumação;
IV – Seiketsu: senso de padronização;
V – Shitsuke: senso de disciplina.
De posse disso, e dos conceitos abordados no livro referenciado em suas orientações, a respeito dos 5 sensos é correto o que se afirma em:
Remédio – mesa de jantar – sapato
Mesa de jantar – remédio – sapato
Remédio – sapato – mesa de jantar
Sapato – remédio – mesa de jantar
Sapato – mesa de jantar – remédio
Inovação é um processo de inventar, reinventar, criar, recriar, desenvolver, aprimorar, um produto, processo ou serviço. A inovação pode ser dividia em:
I - Inovação radical ou de ruptura: caracterizada pela quebra de paradigmas e por ser ligada a custos mais altos de implantação, além de retorno a médio ou longo prazo;
II - Inovação incremental: ou inovação por processo de melhoria contínua, caracteriza-se por um aprimoramento constante e paulatino, além de incorrer em menores custos de implantação e ser mais rápida;
III – Inovação disruptiva: caracterizada por possibilitar a empresa aumento da competitividade através do incremento significativo na força de vendas externas.
Analisando os conceitos de inovação, fazendo a leitura recomendada, é correto o que se afirma em:
II, III
I, II, III
I, II
III, apenas
I, III
Os três tipos principais de manutenção são:
I - Manutenção corretiva: estragou conserta. É a manutenção que ocorre após a falha do equipamento, de forma a deixar tanto equipamento quanto funcionário parados aguardando o reparo;
II - Manutenção preventiva: atua de forma a prevenir que o equipamento fique parado por falha, agindo preventivamente, através de uma programação de manutenção (PCM), feita numa escala de tempo e agenda;
III - Manutenção preditiva: aquela que prediz quando o equipamento vai falhar/parar. Ela só é possível quando da utilização de instrumentos de aferição e acompanhamento do desempenho dos elementos dos equipamentos e de sua vida útil.
Analisando o exposto acima e o material estudado, é correto o que se afirma em:
II, III
I, II, III
I, III
I, II
III, apenas
Um diretor industrial solicitou ao novo gerente de produção uma tarefa assim que ele foi contratado: encontrar o tempo médio entre falhas (TMEF). De posse desta tarefa, o gerente saiu para conhecer o processo, onde passou alguns dias analisando os equipamentos e seus comportamentos. Ele decidiu começar pela máquina M10, analisando qual o número de falhas dela no mês corrente. Neste mês de 160 horas de produção, ele encontrou 9 falhas. Assinale a seguir a alternativa que traz corretamente o TMEF desta máquina M10.
17,07 horas
17,78 horas
18,77 horas
1,78 horas
1,08 horas
Um gerente de produção precisa calcular a confiabilidade para o sistema produtivo que ele gerencia. Este sistema é composto por: corte, dobra, solda, lixa, pintura. As confiabilidades individuais de cada equipamento são, na ordem apresentada acima: 92%, 89%, 84%, 81%, 93%. Assinale a alternativa que traz a confiabilidade correta deste sistema.
81,82%
67,10%
52,84%
51,81%
90,81%
Um fabricante de componentes metálicos para a indústria automobilística coletou uma amostra de 50 eixos do seu processo final de usinagem com intuito de criar um histograma do controle do diâmetro dos mesmos. As fórmulas seguem abaixo, juntamente com a tabela que traz as medidas obtidas dos diâmetros dos eixos (em mm), para que você construa uma tabela com as classes, os limites e a frequência, e por fim um histograma.
Fórmulas:
R = maior valor – menor valor
H = R/k
![MathML (base64):PG1hdGg+CiAgICA8bXJvdz4KICAgICAgICA8bWk+azwvbWk+CiAgICA8L21yb3c+CiAgICA8bW8+PTwvbW8+CiAgICA8bXNxcnQ+CiAgICAgICAgPG1yb3c+CiAgICAgICAgICAgIDxtaT5uPC9taT4KICAgICAgICA8L21yb3c+CiAgICA8L21zcXJ0Pgo8L21hdGg+](data:image/png;base64,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)
LS = LI + H
![](data:image/png;base64,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)
Assinale a alternativa que traz corretamente o valor do H.
0,35
0,18
0,2
0,36
0,41
Questão adaptada do ENADE 2017:
Nas fábricas inteligentes produtos também inteligentes possuem uma identidade única e o histórico de produção e consumo pode ser rastreado a qualquer momento, o que permite mudanças importantes ou ajustes pontuais ao longo dos processos de produção envolvidos. Os sistemas de fabricação estão conectados – verticalmente, ao longo da cadeia produtiva, e horizontalmente, com outras redes de valor – e podem ser geridos em tempo real. Uma consequência de alto impacto é a drástica redução de estoques e das escalas mínimas de produção.
Disponível em: . Acesso em: 22 jul. 2017 (adaptado).
Considerando o texto apresentado, que faz a referencia a uma nova revolução industrial, avalie as asserções a seguir e a relação proposta entre elas.
I – A gestão de pessoas enfrentará novos desafios na implantação de métodos e técnicas de trabalho ao integrar diversos conhecimentos.
PORQUE
II – A formação de recursos humanos deverá estar alinhada a bases tecnológicas adequadas à construção e à difusão de novas soluções, a serem obtidas por meio do trabalho com equipes multidisciplinares.
A respeito dessas asserções, assinale a opção correta.
A asserção I é uma proposição falsa, e a II é uma proposição verdadeira.
As asserções I e II são proposições verdadeiras, e a II é uma justificativa correta da I.
As asserções I e II são proposições verdadeiras, mas a II não é uma justificativa correta da I.
As asserções I e II são proposições falsas.
A asserção I é uma proposição verdadeira, e a II é uma proposição falsa.
A metodologia 5S veio para trazer às empresas que a implantarem, mais organização, visibilidade e qualidade. O 5 sensos do 5S significam:
I – Seiri: senso de utilização e descarte;
II – Seiton: senso de limpeza;
III – Seiso: senso de organização e arrumação;
IV – Seiketsu: senso de padronização;
V – Shitsuke: senso de disciplina.
De posse disso, e dos conceitos abordados no livro referenciado em suas orientações, a respeito dos 5 sensos é correto o que se afirma em:
II, III
I, II, III
I, II
III, apenas
I, III
Os três tipos principais de manutenção são:
I - Manutenção corretiva: estragou conserta. É a manutenção que ocorre após a falha do equipamento, de forma a deixar tanto equipamento quanto funcionário parados aguardando o reparo;
II - Manutenção preventiva: atua de forma a prevenir que o equipamento fique parado por falha, agindo preventivamente, através de uma programação de manutenção (PCM), feita numa escala de tempo e agenda;
III - Manutenção preditiva: aquela que prediz quando o equipamento vai falhar/parar. Ela só é possível quando da utilização de instrumentos de aferição e acompanhamento do desempenho dos elementos dos equipamentos e de sua vida útil.
Analisando o exposto acima e o material estudado, é correto o que se afirma em:
II, III
I, II, III
I, III
I, II
III, apenas
Um diretor industrial solicitou ao novo gerente de produção uma tarefa assim que ele foi contratado: encontrar o tempo médio entre falhas (TMEF). De posse desta tarefa, o gerente saiu para conhecer o processo, onde passou alguns dias analisando os equipamentos e seus comportamentos. Ele decidiu começar pela máquina M10, analisando qual o número de falhas dela no mês corrente. Neste mês de 160 horas de produção, ele encontrou 9 falhas. Assinale a seguir a alternativa que traz corretamente o TMEF desta máquina M10.
17,07 horas
17,78 horas
18,77 horas
1,78 horas
1,08 horas
Um gerente de produção precisa calcular a confiabilidade para o sistema produtivo que ele gerencia. Este sistema é composto por: corte, dobra, solda, lixa, pintura. As confiabilidades individuais de cada equipamento são, na ordem apresentada acima: 92%, 89%, 84%, 81%, 93%. Assinale a alternativa que traz a confiabilidade correta deste sistema.
81,82%
67,10%
52,84%
51,81%
90,81%
Um fabricante de componentes metálicos para a indústria automobilística coletou uma amostra de 50 eixos do seu processo final de usinagem com intuito de criar um histograma do controle do diâmetro dos mesmos. As fórmulas seguem abaixo, juntamente com a tabela que traz as medidas obtidas dos diâmetros dos eixos (em mm), para que você construa uma tabela com as classes, os limites e a frequência, e por fim um histograma.
Fórmulas:
R = maior valor – menor valor
H = R/k
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LS = LI + H
![](data:image/png;base64,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)
Assinale a alternativa que traz corretamente o valor do H.
0,35
0,18
0,2
0,36
0,41
Questão adaptada do ENADE 2017:
Nas fábricas inteligentes produtos também inteligentes possuem uma identidade única e o histórico de produção e consumo pode ser rastreado a qualquer momento, o que permite mudanças importantes ou ajustes pontuais ao longo dos processos de produção envolvidos. Os sistemas de fabricação estão conectados – verticalmente, ao longo da cadeia produtiva, e horizontalmente, com outras redes de valor – e podem ser geridos em tempo real. Uma consequência de alto impacto é a drástica redução de estoques e das escalas mínimas de produção.
Disponível em: . Acesso em: 22 jul. 2017 (adaptado).
Considerando o texto apresentado, que faz a referencia a uma nova revolução industrial, avalie as asserções a seguir e a relação proposta entre elas.
I – A gestão de pessoas enfrentará novos desafios na implantação de métodos e técnicas de trabalho ao integrar diversos conhecimentos.
PORQUE
II – A formação de recursos humanos deverá estar alinhada a bases tecnológicas adequadas à construção e à difusão de novas soluções, a serem obtidas por meio do trabalho com equipes multidisciplinares.
A respeito dessas asserções, assinale a opção correta.
A asserção I é uma proposição falsa, e a II é uma proposição verdadeira.
As asserções I e II são proposições verdadeiras, e a II é uma justificativa correta da I.
As asserções I e II são proposições verdadeiras, mas a II não é uma justificativa correta da I.
As asserções I e II são proposições falsas.
A asserção I é uma proposição verdadeira, e a II é uma proposição falsa.
A metodologia 5S veio para trazer às empresas que a implantarem, mais organização, visibilidade e qualidade. O 5 sensos do 5S significam:
I – Seiri: senso de utilização e descarte;
II – Seiton: senso de limpeza;
III – Seiso: senso de organização e arrumação;
IV – Seiketsu: senso de padronização;
V – Shitsuke: senso de disciplina.
De posse disso, e dos conceitos abordados no livro referenciado em suas orientações, a respeito dos 5 sensos é correto o que se afirma em:
II, III
I, II, III
I, III
I, II
III, apenas
Um diretor industrial solicitou ao novo gerente de produção uma tarefa assim que ele foi contratado: encontrar o tempo médio entre falhas (TMEF). De posse desta tarefa, o gerente saiu para conhecer o processo, onde passou alguns dias analisando os equipamentos e seus comportamentos. Ele decidiu começar pela máquina M10, analisando qual o número de falhas dela no mês corrente. Neste mês de 160 horas de produção, ele encontrou 9 falhas. Assinale a seguir a alternativa que traz corretamente o TMEF desta máquina M10.
17,07 horas
17,78 horas
18,77 horas
1,78 horas
1,08 horas
Um gerente de produção precisa calcular a confiabilidade para o sistema produtivo que ele gerencia. Este sistema é composto por: corte, dobra, solda, lixa, pintura. As confiabilidades individuais de cada equipamento são, na ordem apresentada acima: 92%, 89%, 84%, 81%, 93%. Assinale a alternativa que traz a confiabilidade correta deste sistema.
81,82%
67,10%
52,84%
51,81%
90,81%
Um fabricante de componentes metálicos para a indústria automobilística coletou uma amostra de 50 eixos do seu processo final de usinagem com intuito de criar um histograma do controle do diâmetro dos mesmos. As fórmulas seguem abaixo, juntamente com a tabela que traz as medidas obtidas dos diâmetros dos eixos (em mm), para que você construa uma tabela com as classes, os limites e a frequência, e por fim um histograma.
Fórmulas:
R = maior valor – menor valor
H = R/k
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LS = LI + H
![](data:image/png;base64,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)
Assinale a alternativa que traz corretamente o valor do H.
0,35
0,18
0,2
0,36
0,41
Questão adaptada do ENADE 2017:
Nas fábricas inteligentes produtos também inteligentes possuem uma identidade única e o histórico de produção e consumo pode ser rastreado a qualquer momento, o que permite mudanças importantes ou ajustes pontuais ao longo dos processos de produção envolvidos. Os sistemas de fabricação estão conectados – verticalmente, ao longo da cadeia produtiva, e horizontalmente, com outras redes de valor – e podem ser geridos em tempo real. Uma consequência de alto impacto é a drástica redução de estoques e das escalas mínimas de produção.
Disponível em: . Acesso em: 22 jul. 2017 (adaptado).
Considerando o texto apresentado, que faz a referencia a uma nova revolução industrial, avalie as asserções a seguir e a relação proposta entre elas.
I – A gestão de pessoas enfrentará novos desafios na implantação de métodos e técnicas de trabalho ao integrar diversos conhecimentos.
PORQUE
II – A formação de recursos humanos deverá estar alinhada a bases tecnológicas adequadas à construção e à difusão de novas soluções, a serem obtidas por meio do trabalho com equipes multidisciplinares.
A respeito dessas asserções, assinale a opção correta.
A asserção I é uma proposição falsa, e a II é uma proposição verdadeira.
As asserções I e II são proposições verdadeiras, e a II é uma justificativa correta da I.
As asserções I e II são proposições verdadeiras, mas a II não é uma justificativa correta da I.
As asserções I e II são proposições falsas.
A asserção I é uma proposição verdadeira, e a II é uma proposição falsa.
A metodologia 5S veio para trazer às empresas que a implantarem, mais organização, visibilidade e qualidade. O 5 sensos do 5S significam:
I – Seiri: senso de utilização e descarte;
II – Seiton: senso de limpeza;
III – Seiso: senso de organização e arrumação;
IV – Seiketsu: senso de padronização;
V – Shitsuke: senso de disciplina.
De posse disso, e dos conceitos abordados no livro referenciado em suas orientações, a respeito dos 5 sensos é correto o que se afirma em:
17,07 horas
17,78 horas
18,77 horas
1,78 horas
1,08 horas
Um gerente de produção precisa calcular a confiabilidade para o sistema produtivo que ele gerencia. Este sistema é composto por: corte, dobra, solda, lixa, pintura. As confiabilidades individuais de cada equipamento são, na ordem apresentada acima: 92%, 89%, 84%, 81%, 93%. Assinale a alternativa que traz a confiabilidade correta deste sistema.
81,82%
67,10%
52,84%
51,81%
90,81%
Um fabricante de componentes metálicos para a indústria automobilística coletou uma amostra de 50 eixos do seu processo final de usinagem com intuito de criar um histograma do controle do diâmetro dos mesmos. As fórmulas seguem abaixo, juntamente com a tabela que traz as medidas obtidas dos diâmetros dos eixos (em mm), para que você construa uma tabela com as classes, os limites e a frequência, e por fim um histograma.
Fórmulas:
R = maior valor – menor valor
H = R/k
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LS = LI + H
![](data:image/png;base64,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)
Assinale a alternativa que traz corretamente o valor do H.
0,35
0,18
0,2
0,36
0,41
Questão adaptada do ENADE 2017:
Nas fábricas inteligentes produtos também inteligentes possuem uma identidade única e o histórico de produção e consumo pode ser rastreado a qualquer momento, o que permite mudanças importantes ou ajustes pontuais ao longo dos processos de produção envolvidos. Os sistemas de fabricação estão conectados – verticalmente, ao longo da cadeia produtiva, e horizontalmente, com outras redes de valor – e podem ser geridos em tempo real. Uma consequência de alto impacto é a drástica redução de estoques e das escalas mínimas de produção.
Disponível em: . Acesso em: 22 jul. 2017 (adaptado).
Considerando o texto apresentado, que faz a referencia a uma nova revolução industrial, avalie as asserções a seguir e a relação proposta entre elas.
I – A gestão de pessoas enfrentará novos desafios na implantação de métodos e técnicas de trabalho ao integrar diversos conhecimentos.
PORQUE
II – A formação de recursos humanos deverá estar alinhada a bases tecnológicas adequadas à construção e à difusão de novas soluções, a serem obtidas por meio do trabalho com equipes multidisciplinares.
A respeito dessas asserções, assinale a opção correta.
A asserção I é uma proposição falsa, e a II é uma proposição verdadeira.
As asserções I e II são proposições verdadeiras, e a II é uma justificativa correta da I.
As asserções I e II são proposições verdadeiras, mas a II não é uma justificativa correta da I.
As asserções I e II são proposições falsas.
A asserção I é uma proposição verdadeira, e a II é uma proposição falsa.
A metodologia 5S veio para trazer às empresas que a implantarem, mais organização, visibilidade e qualidade. O 5 sensos do 5S significam:
I – Seiri: senso de utilização e descarte;
II – Seiton: senso de limpeza;
III – Seiso: senso de organização e arrumação;
IV – Seiketsu: senso de padronização;
V – Shitsuke: senso de disciplina.
De posse disso, e dos conceitos abordados no livro referenciado em suas orientações, a respeito dos 5 sensos é correto o que se afirma em:
81,82%
67,10%
52,84%
51,81%
90,81%
Um fabricante de componentes metálicos para a indústria automobilística coletou uma amostra de 50 eixos do seu processo final de usinagem com intuito de criar um histograma do controle do diâmetro dos mesmos. As fórmulas seguem abaixo, juntamente com a tabela que traz as medidas obtidas dos diâmetros dos eixos (em mm), para que você construa uma tabela com as classes, os limites e a frequência, e por fim um histograma.
Fórmulas:
R = maior valor – menor valor
H = R/k
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LS = LI + H
![](data:image/png;base64,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)
Assinale a alternativa que traz corretamente o valor do H.
0,35
0,18
0,2
0,36
0,41
Questão adaptada do ENADE 2017:
Nas fábricas inteligentes produtos também inteligentes possuem uma identidade única e o histórico de produção e consumo pode ser rastreado a qualquer momento, o que permite mudanças importantes ou ajustes pontuais ao longo dos processos de produção envolvidos. Os sistemas de fabricação estão conectados – verticalmente, ao longo da cadeia produtiva, e horizontalmente, com outras redes de valor – e podem ser geridos em tempo real. Uma consequência de alto impacto é a drástica redução de estoques e das escalas mínimas de produção.
Disponível em: . Acesso em: 22 jul. 2017 (adaptado).
Considerando o texto apresentado, que faz a referencia a uma nova revolução industrial, avalie as asserções a seguir e a relação proposta entre elas.
I – A gestão de pessoas enfrentará novos desafios na implantação de métodos e técnicas de trabalho ao integrar diversos conhecimentos.
PORQUE
II – A formação de recursos humanos deverá estar alinhada a bases tecnológicas adequadas à construção e à difusão de novas soluções, a serem obtidas por meio do trabalho com equipes multidisciplinares.
A respeito dessas asserções, assinale a opção correta.
A asserção I é uma proposição falsa, e a II é uma proposição verdadeira.
As asserções I e II são proposições verdadeiras, e a II é uma justificativa correta da I.
As asserções I e II são proposições verdadeiras, mas a II não é uma justificativa correta da I.
As asserções I e II são proposições falsas.
A asserção I é uma proposição verdadeira, e a II é uma proposição falsa.
A metodologia 5S veio para trazer às empresas que a implantarem, mais organização, visibilidade e qualidade. O 5 sensos do 5S significam:
I – Seiri: senso de utilização e descarte;
II – Seiton: senso de limpeza;
III – Seiso: senso de organização e arrumação;
IV – Seiketsu: senso de padronização;
V – Shitsuke: senso de disciplina.
De posse disso, e dos conceitos abordados no livro referenciado em suas orientações, a respeito dos 5 sensos é correto o que se afirma em:
0,35
0,18
0,2
0,36
0,41
Questão adaptada do ENADE 2017:
Nas fábricas inteligentes produtos também inteligentes possuem uma identidade única e o histórico de produção e consumo pode ser rastreado a qualquer momento, o que permite mudanças importantes ou ajustes pontuais ao longo dos processos de produção envolvidos. Os sistemas de fabricação estão conectados – verticalmente, ao longo da cadeia produtiva, e horizontalmente, com outras redes de valor – e podem ser geridos em tempo real. Uma consequência de alto impacto é a drástica redução de estoques e das escalas mínimas de produção.
Disponível em: . Acesso em: 22 jul. 2017 (adaptado).
Considerando o texto apresentado, que faz a referencia a uma nova revolução industrial, avalie as asserções a seguir e a relação proposta entre elas.
I – A gestão de pessoas enfrentará novos desafios na implantação de métodos e técnicas de trabalho ao integrar diversos conhecimentos.
PORQUE
II – A formação de recursos humanos deverá estar alinhada a bases tecnológicas adequadas à construção e à difusão de novas soluções, a serem obtidas por meio do trabalho com equipes multidisciplinares.
A respeito dessas asserções, assinale a opção correta.
A asserção I é uma proposição falsa, e a II é uma proposição verdadeira.
As asserções I e II são proposições verdadeiras, e a II é uma justificativa correta da I.
As asserções I e II são proposições verdadeiras, mas a II não é uma justificativa correta da I.
As asserções I e II são proposições falsas.
A asserção I é uma proposição verdadeira, e a II é uma proposição falsa.
A metodologia 5S veio para trazer às empresas que a implantarem, mais organização, visibilidade e qualidade. O 5 sensos do 5S significam:
I – Seiri: senso de utilização e descarte;
II – Seiton: senso de limpeza;
III – Seiso: senso de organização e arrumação;
IV – Seiketsu: senso de padronização;
V – Shitsuke: senso de disciplina.
De posse disso, e dos conceitos abordados no livro referenciado em suas orientações, a respeito dos 5 sensos é correto o que se afirma em:
A asserção I é uma proposição falsa, e a II é uma proposição verdadeira.
As asserções I e II são proposições verdadeiras, e a II é uma justificativa correta da I.
As asserções I e II são proposições verdadeiras, mas a II não é uma justificativa correta da I.
As asserções I e II são proposições falsas.
A asserção I é uma proposição verdadeira, e a II é uma proposição falsa.