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. Relevância- As informações financeiras e não financeiras são relevantes caso sejam capazes de influenciar significativamente o cumprimento dos objetivos da elaboração e da divulgação da informação contábil.
Representação fidedigna- A representação fidedigna é alcançada quando a representação do fenômeno é completa, neutra e livre de erro material.
Compreensibilidade- é a qualidade da informação que permite que os usuários compreendam o seu significado. As demonstrações contábeis devem apresentar a informação de maneira que corresponda às necessidades e à base do conhecimento dos usuários, bem como a natureza da informação apresentada
Tempestividade- significa ter informação disponível para os usuários antes que ela perca a sua capacidade de ser útil para fins do objetivo da elaboração e divulgação da informação contábil
Comparabilidade- possibilita aos usuários identificar semelhanças e diferenças entre dois conjuntos de fenômenos
Verificabilidade- é a qualidade da informação que ajuda a assegurar aos usuários que a informação contida nas demonstrações contábeis representa fielmente os fenômenos econômicos ou de outra natureza que se propõe a representar
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Analisando as assertivas:
a) compreensibilidade, comparabilidade e verificabilidade.
CORRETA. Perfeito, estas são três características qualitativas da Informação Contábil.
b) tempestividade, relevância e .
INCORRETA. A Verdade não é uma das características qualitativas da Informação contábil!
c) relevância, compreensibilidade e
INCORRETA. O custo como base de valor não é uma das características qualitativas da Informação contábil!
d) representação fidedigna,
INCORRETA. O custo como base de valor e a prudência não são características qualitativas da Informação contábil!
e) relevância, representação fidedigna e .
INCORRETA. O custo como base de valor não é uma das características qualitativas da Informação contábil!
Gabarito: Letra A.
Fonte: TEC Concursos - Prof. Luis Kayanoki
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Pessoal, vamos relembrar o nosso resumo esquemático sobre características qualitativas da informação contábil:
![](https://s3.amazonaws.com/vali.qconcursos.com/odin/question_maintenance/1576603874396.PNG)
Comparando as alternativas com o esquema acima, constata-se que somente a alternativa A) lista características qualitativas da informação contábil apenas.
Para resolver essa questão podemos utilizar o nosso mnemônico para lembrar de todas as características:
![](https://s3.amazonaws.com/vali.qconcursos.com/odin/question_maintenance/1576603922706.PNG)
Assim, está certa a alternativa A).
Gabarito: LETRA A
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Essa questão exige conhecimento das características qualitativas da informação contábil, as quais constam da NBC TSP - Estrutura Conceitual e do MCASP. Vejamos um resumo esquemático dessas características:
![](data:image/png;base64,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)
Agora vamos analisar as alternativas:
A) Essa alternativa está
certa, pois todas as características listadas inserem-se nas características qualitativas da informação contábil.
B) Essa alternativa está
errada, porque dentre as características qualitativas da informação contábil não se insere a da
verdade.
C) Essa alternativa está
errada, porque dentre as características qualitativas da informação contábil não se insere a do
custo como base de valor.
D) Essa alternativa está
errada, porque dentre as características qualitativas da informação contábil não se insere a da
prudência e a do
custo como base de valor.
E) Essa alternativa está
errada, porque dentre as características qualitativas da informação contábil não se insere a do
custo como base de valor.
Gabarito do Professor: Letra A.
-
carateristicas qualitativas da informacao podem ser>
fundamentais e de melhoria
fundamentais = Re2
representacao fidedigna
relevancia
de melhoria = con2 te ve
comparatividade
compreensividade
tempestividade
verificabilidade
Prof Igor Cintra
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EAI CONCURSEIRO!!!
Para você que vai fazer a prova para escrevente do TJSP e está em busca de questões inéditas, o PROJETO META 90 é uma apostila contendo 1410 questões INÉDITAS E COMENTADAS de toda a parte específica (disciplinas de Direito) cobradas no concurso de Escrevente Técnico Judiciário do Tribunal de Justiça de São Paulo e também em outros concursos de Tribunal como TJ/RJ, TJ/SC, TJ/GO que estão com edital aberto. Estou usando e está me ajudando muito, questões novas trabalham melhor a memoria. Fica minha indicação, pois a VUNESP e traiçoeira HAHAHA.
Link do site: https://go.hotmart.com/U57661177A