Questões da prova:
FUNDATEC - 2023 - Prefeitura Municipal de Harmonia - RS - Professor - Educação Especial
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40 Questões de concurso encontradas
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Questões por página:
Questões por página:
Concurso:
Prefeitura Municipal de Harmonia - RS
Disciplina:
Administração de Recursos Materiais
Analise as informações da empresa Aprovados S.A. constantes na Tabela 1 abaixo e assinale a alternativa correta.
![Imagem associada para resolução da questão](data:image/png;base64, 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)
Concurso:
Prefeitura Municipal de Harmonia - RS
Disciplina:
Contabilidade Pública
Assinale a alternativa que apresenta o lançamento correto de natureza orçamentária a ser feito no momento do empenho da despesa orçamentária quando a ocorrência do fato gerador for depois do empenho.
Concurso:
Prefeitura Municipal de Harmonia - RS
Disciplina:
Contabilidade Pública
O Plano de Contas Aplicado ao Setor Público (PCASP) dispõe que os registros contábeis devem ser feitos pelo método das partidas dobradas, e os lançamentos devem debitar e creditar contas que apresentem a mesma natureza de informação. Assinale a alternativa que apresenta o lançamento que deve ser feito para a fixação da despesa.
Concurso:
Prefeitura Municipal de Harmonia - RS
Disciplina:
Contabilidade Geral
Quando o ativo é menor do que o passivo, pode-se dizer que existe:
Concurso:
Prefeitura Municipal de Harmonia - RS
Disciplina:
Direito Administrativo
Em relação à organização da Administração Pública, analise as assertivas abaixo, assinalando V, se verdadeiras, ou F, se falsas.
( ) As autarquias são pessoas jurídicas de direito público e pertencem à Administração Pública indireta. ( ) Empresas estatais pertencem à Administração Pública indireta e são pessoas jurídicas de direito privado. ( ) O Instituto Nacional do Seguro Social (INSS) pertence à Administração Pública direta.
A ordem correta de preenchimento dos parênteses, de cima para baixo, é:
( ) As autarquias são pessoas jurídicas de direito público e pertencem à Administração Pública indireta. ( ) Empresas estatais pertencem à Administração Pública indireta e são pessoas jurídicas de direito privado. ( ) O Instituto Nacional do Seguro Social (INSS) pertence à Administração Pública direta.
A ordem correta de preenchimento dos parênteses, de cima para baixo, é: