O orçamento da Câmara Municipal de Parnamirim para o ano de ...
Próximas questões
Com base no mesmo assunto
Ano: 2019
Banca:
COMPERVE
Órgão:
Câmara de Parnamirim - RN
Prova:
COMPERVE - 2019 - Câmara de Parnamirim - RN - Assessor Contábil |
Q1724031
Contabilidade Pública
O orçamento da Câmara Municipal de Parnamirim para o ano de 2019 prevê uma receita de
R$ 17,2 milhões, conforme se observa na figura abaixo. ![Imagem associada para resolução da questão](data:image/png;base64,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)
No que diz respeito à classificação das receitas públicas, essa receita prevista classifica -se como
No que diz respeito à classificação das receitas públicas, essa receita prevista classifica -se como