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GABARITO: B
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Fleury e Fleury (2000, p.43), explicitam o seguinte sobre competências:
➨ Saber agir - significa saber tratar a complexibilidade e a diversidade, antecipar-se e agir em tempo certo, com visão sistêmica.
➨ Saber comunicar - significa conhecer a linguagem dos negócios e dos mercados, saber ouvir e comunicar-se eficientemente.
➨ Saber aprender - é criar uma cultura organizacional, os sistemas e mecanismos requeridos para a aprendizagem.
➨ Saber assumir responsabilidades - significa saber avaliar as consequências das decisões, tanto no plano interno da empresa quanto no nível externo da sociedade.
➨ Saber mobilizar - é entender e saber utilizar diferentes formas de recursos (financeiros, humanos, informações), buscar parcerias e integrá-las ao negócio.
➨ Ter visão estratégica - significa conhecer e entender profundamente o negócio da organização e seu ambiente, identificando vantagens competitivas e oportunidades
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Fonte: Estratégias Empresariais e formação de competências. Afonso Fleury, Maria Teresa Leme Fleury.
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Ok, o colega Cristiano encontrou a bibliografia em que a banca parece ter se baseado para a questão.
Mas, se não seguisse uma literatura específica, eu não vejo como descartar nenhuma das ações em nenhuma das alternativas. Todas poderiam ser definidas como competências para uma organização ou pesssoa em um cenário específico.
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Descartei de cara as alternativas que falaram em gerir e em liderar. Raciocinei que nem todo indivíduo precisa ser líder e gerenciar para ser competente, a menos que seu cargo exija essas competencias. Ex: gerente.
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Depois do comentário do Francisco, percebi que estava no meu resumo do livro do Rennó, mas eu não tinha dado atenção.
Para Fleury e Fleury, a competência é vista como fonte de valor: "um saber agir responsável e reconhecido, que implica mobilizar, integrar, transferir conhecimentos, recursos e habilidades, que agreguem valor econômico à organização e valor social ao indivíduo.
E aí vem os pontos abordados pelo Francisco.
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Respondi associando os conceitos da Gestão por competência:
Conhecimento: Envolve aprendizado, saber aprender;
Habilidades: Envolve o fazer, comunicar;
Atitudes: Envolver o querer, saber agir no momento certo e da maneira certa.
Gabarito: B
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Uma questão um pouquinho diferente pra apimentar a nossa relação, rsrsrs.
Para Fleury, as competências são formadas pelas seguintes habilidades: saber agir, saber comunicar, saber aprender, saber assumir responsabilidades, saber mobilizar e ter visão estratégica. Portanto, gabarito letra b).
Gabarito: B
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Mais uma vez, FGV elabora uma questão praticamente impossível de assinalar com convicção. FGV e seus rolês aleatórios. Enfim, essa questão aborda a definição de competência proposta especificamente pelos professores Maria Tereza Fleury e Afonso Fleury.
No livro Estratégias Empresariais e formação de competências, esses autores conceituam competência da seguinte forma: “um saber agir responsável e reconhecido, que implica mobilizar, entregar, transferir conhecimentos, recursos e habilidades que agregam valor econômico à organização e valor social ao indivíduo.”
A partir desse conceito, os autores apresentam a seguinte tabela para explicar cada uma das dimensões desse conceito de competência:
![](data:image/png;base64,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)
A única alternativa que apresenta corretamente algumas dessas dimensões é a alternativa B.
Não vi nenhuma outra questão que abordasse essa conceituação doutrinária. Parece-me que a banca colocou a questão realmente para desestabilizar candidatos bem-preparados. Sinceramente, apesar de ser difícil, não se desespere com essas questões impossíveis.
Gabarito: B
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Esse é o tipo de questão que a resposta pode ser o que você quiser! Marca aquela que seu coração mandar