Analisando o diagrama abaixo, pelo posicionamento dos eleme...
Próximas questões
Com base no mesmo assunto
Ano: 2021
Banca:
GS Assessoria e Concursos
Órgão:
Prefeitura de Irati - SC
Prova:
GS Assessoria e Concursos - 2021 - Prefeitura de Irati - SC - Agente Administrativo |
Q1734359
Raciocínio Lógico
Analisando o diagrama abaixo, pelo posicionamento
dos elementos 1 e 2 podemos afirmar que eles
formam o conjunto: ![Imagem associada para resolução da questão](data:image/png;base64,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)