Este quadro, elaborado pelo historiador Philippe Fabry, apre...
Próximas questões
Com base no mesmo assunto
Ano: 2018
Banca:
UFVJM-MG
Órgão:
UFVJM-MG
Prova:
UFVJM-MG - 2018 - UFVJM-MG - Vestibular - 1º Etapa |
Q1274976
História
Este quadro, elaborado pelo historiador Philippe Fabry, apresenta informações acerca da noção de direita e
esquerda na França, após a Revolução Francesa.
![Imagem associada para resolução da questão](data:image/png;base64,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)
Fonte: http://www.ensinarhistoriajoelza.com.br/esquerda-e-direita-rotulos/Acesso em 29 de maio 2017.
Considerando as informações desse quadro, pode-se afirmar que:
Fonte: http://www.ensinarhistoriajoelza.com.br/esquerda-e-direita-rotulos/Acesso em 29 de maio 2017.
Considerando as informações desse quadro, pode-se afirmar que: