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receitas de capital:
#Operação de crédito R$ 3.000
#Alienação de bens R$ 2.000
#Amortização R$ 4.000
OBS:
1- amortização é entendido como amortização de empréstimo concedido;
2 - amortização da dívida é pagamento de empréstimo/operação de crédito.
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GABARITO: CERTO
RECEITAS DE CAPITAL= mnemônico: OPERAALIAMORTRANSOU
OPERAÇÕES DE CRÉDITO= R$ 3.000
ALIENAÇÃO DE IMÓVEIS= R$ 2.000
AMORTIZAÇÃO DE EMPRÉSTIMOS= R$ 4.000
TRANSFERÊNCIAS DE CAPITAL
OUTRAS RECEITAS DE CAPITAL
TOTAL= R$ 9.000
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A questão não deixa claro se essa amortização é ativa ou passiva: ou seja, se é o ente pagando suas dívidas ou alguém ou se é alguém pagando suas dívidas com o ente. Isso comprometeu a interpretação. Eu pediria anulação.
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Gab: CERTO
Há apenas 3 valores da Receita de Capital. - Todas as outras são Receitas Correntes, e somam R$5.000
Operação de Crédito. R$ 3.000
Alienação de Bens.... R$ 2.000
Amortização.............. R$ 4.000
Total: _______________ R$9.000
ATENÇÃO!!! Devemos tomar cuidado quando a questão disser Alienação de Bens APREENDIDOS ou Alienação de Bens apenas, pois esta é Receita de Capital, aquela, Receita Corrente - outras receitas correntes.
Erros, mandem mensagem :)
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Estamos tratando de receita detalhado por origem, logo, vamos recorrer ao nosso mnemônico:
![](data:image/png;base64,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)
Dessa forma, fica fácil de identificar que as receitas de capital são as seguintes:
operação de crédito R$ 3.000
alienação de bens R$ 2.000
amortização R$ 4.000
No total, elas somam R$ 9.000. Portanto, a questão está correta.
Gabarito: CERTO
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CERTO
Famoso: Opera Ali Amor
-
Questão sobre a classificação
da receita orçamentária por natureza, que tem por fundamento a Lei
nº 4.320/64.É uma classificação antiga, utilizada por todos os entes da Federação e visa identificar a origem do recurso
segundo o fato gerador. As receitas
segundo sua categoria econômica podem ser divididas em (1) receitas correntes e (2)
receitas de capital.
(1) receitas correntes, segundo o MCASP, são aquelas que aumentam as
disponibilidades financeiras do Estado, em geral, aumentando o Patrimônio Líquido (PL). Exemplos mais comuns são:
impostos, taxas, contribuições de melhoria, de serviços, etc.
DICA
para decorar as receitas correntes é TRICO
PAIS TOU
TRIbutária
(impostos, taxas e contribuições de melhoria)
COntribuições
(sociais, econômicas, profissionais e iluminação pública)
Patrimonial
Agropecuária
Industrial
Serviços
Transferências
correntes
OUtras
receitas correntes
(2) receitas de capital, também aumentam as disponibilidades
financeiras do Estado, mas diferentemente das receitas correntes, em geral, não provocam efeito sobre o Patrimônio
Líquido.
DICA
para decorar as receitas de capital é O
ALAMOR TOU
Operação
de Crédito (internas e externas)
ALienação
de Bens
AMORtização
de empréstimos
Transferências
de capital
OUtras
receitas de capital
TRICO PAIS
e O ALAMOR são os famosos irmãos TOU. Espero que eles ajudem você a
lembrar das classificações.
Feita a revisão, já podemos
classificar cada uma das linhas, de acordo com a categoria econômica. (Cor)
para corrente e (Cap) para capital. Vou utilizar a regra geral
para classificá-las, conforme MCASP:
receita patrimonial R$ 1.000 (Cor)
receita de serviços R$ 1.500 (Cor)
receita industrial R$ 1.500 (Cor)
operação de crédito R$ 3.000 (Cap)
impostos R$ 500 (Cor)
taxas R$ 500 (Cor)
contribuições previdenciárias R$ 100 (Cor)
alienação de bens R$ 2.000 (Cap)
amortização R$ 4.000 (Cap)
Somando o total das receitas capital:
(3.000+2.000+4.000) = 9.000
O valor da receita de capital
é R$ 9.000.
Gabarito do Professor: Certo.
-
Acertei a questão, mas fiquei com a mesma dúvida do colega "Confederado", pois fica a critério do examinador a associação do termo amortização, podendo ser amortização de empréstimo concedido ou amortização da dívida (despesa de capital).
Por a questão está informando um rol de receitas, eliminei a possibilidade de ser amortização da dívida. Não sei se fui equivocado na análise.
Agradeço se alguém puder esclarecer.
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RECEITAS CORRENTES E RECEITAS DE CAPITAL
◙ O assunto é tratado na Lei 4.320/64, onde estabelece a classificação por categoria econômica das Receitas, sejam elas Correntes ou de Capital;
◙ A classificação da receita por natureza é obrigatória para todos os entes da federação;
○ o que permite identificar a origem do recurso de acordo com seu fato gerador;
○ ou seja, a partir do evento é possível identificar qual "tipo" de receita está sendo arrecadada;
◙ Importa ressaltar que antiga estrutura de codificação da natureza de receita (COERAASS) foi alterado pela Portaria Interministerial SNT/SOF nº 05/2015, que passou a ser definida da seguinte forma:
Dígito Subdivisão Codificação
1º Categoria Econômica C
2º Origem O
3º Espécie E
4º a 7º Desdobramento para D.DD.D
identificação de peculiaridades
8º Tipo T
◙ A ideia da codificação é a promoção de melhorias na obtenção de informações atinentes à receita sem que haja necessidades de adoção de procedimentos adicionais o que promove, assim, a celeridade, simplicidade e transparência no levantamento e análise de dados.
RECEITAS CORRENTES
◙ Classificação das Receitas Correntes: Art. 11 da Lei 4.320/64: São correntes as receitas:
○ Receita Tributária
Impostos
Taxas
Contibuições de Melhoria
○ Receita de contribuições,
○ Receita Patrimonial,
○ Receita Agropecuária,
○ Receita Industrial,
○ Receita de serviços e outras,
○ Transferências Correntes,
○ Outras Receitas Correntes;
RECEITAS DE CAPITAL
◙ Classificação das Receitas de Capital: Art. 11 da Lei 4.320/64: São de capital as receitas:
○ Operações de Crédito,
○ Alienação de Bens,
○ Amortização de Empréstimos,
○ Transferências de Capital,
○ Outras Receitas de Capital;
Fonte: Rodrigo Noleto & Vinícius Saraiva, TEC
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Questao transcrita porcamente pelo qc
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Certo
Meu sonho que toda questão de contabilidade pública fosse assim.