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"A Ciência do Direito, classificada entre as disciplinas jurídicas fundamentais, constitui um conjunto ordenado e sistemático de princípios e regras que tem por tarefa definir e sistematizar o ordenamento jurídico (Direito positivo ou direito posto, vale dizer, produzido pelo Estado) que o Estado impõe à sociedade e apontar solução para os problemas ligados à sua interpretação e aplicação.
Seu objeto é o Direito positivo (ou direito posto), mas considerado o Direito positivo de um Estado determinado, num dado momento histórico-cultural, ou como direito em certo ponto do espaço-tempo, com suas peculiaridades histórico-sócio-culturais."
SILVA, Ronaldo Sérgio Moreira da. A ciência do Direito. Revista Jus Navigandi, ISSN 1518-4862, Teresina, ano 11, n. 1256, 9 dez. 2006. Disponível em: . Acesso em: 13 jun. 2017.
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As leis da ciência jurídica prescrevem (determinam, impõem) as condutas humanas. Por isso, a ciência jurídica é uma ciência prescritiva (de como o mundo DEVE SER). Há análise valorativa do mundo.
Diferentemente, as leis das ciências naturais apenas descrevem e explicam os fatos, as relações causais. Não há juízo de valor, não há certo ou errado. Tratam-se, portanto, de ciências descritivas (de como o mundo é).
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Gabarito: ERRADO
A questão versa sobre a distinção entre a ciência do direito e as ciências naturais. Assim, podemos dizer que a ciência jurídica é uma ciência prescritiva, ou seja, de como o mundo DEVE SER. Há análise valorativa do mundo. Segundo Kelsen, o dever-ser é produto de uma vontade.
De modo diferente, as leis das ciências naturais apenas descrevem e explicam os fatos, as relações causais. Tratam-se, portanto, de ciências descritivas, ou seja, de como o mundo é.
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)
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Ciência do direito = é a lei, a norma escrita
Ciências naturais = é o direito da "rua", é o respeitar a fila, é a gentileza para um idoso sentar no ônibus (mesmo nos locais em que não é obrigatório), é a entrega do troco mesmo quando você nota que recebeu a mais. Aqui, pouco importa a lei.
Logo, a lei, para ambos, possui DIFERENÇA.
GAB: E.