Questões de Administração Financeira e Orçamentária - Classificação da Receita Orçamentária em AFO para Concurso
Foram encontradas 1.173 questões
Q800932
Administração Financeira e Orçamentária
Em sentido amplo, os ingressos de recursos
financeiros nos cofres do Estado denominam-se
receitas públicas. A receita orçamentária que, no
momento do reconhecimento do crédito, aumenta a
situação líquida patrimonial da entidade e constitui fato
contábil modificativo aumentativo, é denominada:
Ano: 2017
Banca:
COSEAC
Órgão:
UFF
Provas:
COSEAC - 2017 - UFF - Contador
|
COSEAC - 2017 - UFF - Engenheiro/Área: Civil |
COSEAC - 2017 - UFF - Pedagogo |
COSEAC - 2017 - UFF - Químico |
COSEAC - 2017 - UFF - Arquivista |
COSEAC - 2017 - UFF - Nutricionista |
COSEAC - 2017 - UFF - Arquiteto e Urbanista |
COSEAC - 2017 - UFF - Odontólogo |
COSEAC - 2017 - UFF - Secretário Executivo |
COSEAC - 2017 - UFF - Médico Veterinário |
COSEAC - 2017 - UFF - Médico/Área: Geriatria |
COSEAC - 2017 - UFF - Médico/Área: Ortopedia |
COSEAC - 2017 - UFF - Médico/Área: Cardiologia |
COSEAC - 2017 - UFF - Engenheiro/Área: Elétrica |
COSEAC - 2017 - UFF - Técnico em Assuntos Educacionais |
Q800919
Administração Financeira e Orçamentária
A Classificação Institucional, dentro da
Classificação Orçamentária, serve para:
Ano: 2017
Banca:
IBFC
Órgão:
POLÍCIA CIENTÍFICA-PR
Prova:
IBFC - 2017 - POLÍCIA CIENTÍFICA-PR - Perito Criminal - Área 7 |
Q796430
Administração Financeira e Orçamentária
Assinale a alternativa correta. As receitas públicas
orçamentárias podem ser resumidas em:
Ano: 2017
Banca:
IBFC
Órgão:
POLÍCIA CIENTÍFICA-PR
Prova:
IBFC - 2017 - POLÍCIA CIENTÍFICA-PR - Perito Criminal - Área 7 |
Q796429
Administração Financeira e Orçamentária
Tratando de Receita Pública analise as afirmativas
abaixo, dando valor de V para Verdadeiro ou F para
Falso e, em seguida assinale a alternativa que apresenta
a sequência correta de cima para baixo.
( ) Receita Orçamentária Efetiva é aquela em que os
ingressos de disponibilidade de recursos não foram
precedidos de registro de reconhecimento do direito e
não constituem obrigações correspondentes.
( ) Receita Orçamentária Não Efetiva é aquela em que
os ingressos de disponibilidades de recursos foram
precedidos de registro do reconhecimento do direito ou
constituem obrigações correspondentes, como é o caso
das operações de crédito.
( ) Ingressos extraorçamentários são recursos financeiros
de caráter temporário, do qual o Estado é mero agente
depositário. Sua devolução se sujeita à autorização
legislativa, portanto, integram a Lei Orçamentária Anual
(LOA). Por serem constituídos por ativos e passivos
exigíveis, os ingressos extraorçamentários, em geral,
têm reflexos no Patrimônio Líquido da Entidade.
( ) Receitas Orçamentárias Correntes são arrecadadas
dentro do exercício financeiro, diminuem as
disponibilidades financeiras do Estado e constituem
instrumento para financiar os objetivos definidos
nos programas e ações orçamentários, com vistas a
satisfazer finalidades públicas.
Q793974
Administração Financeira e Orçamentária
As receitas públicas classificam-se nas seguintes categorias econômicas: correntes e de capital. Em relação
às receitas públicas, relacione a coluna 1 com a coluna 2, do quadro abaixo.
![Imagem associada para resolução da questão](data:image/png;base64,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)
A sequência CORRETA é
A sequência CORRETA é