Projeto de Recuperação Paralela 2012 – 8º Ano
- Relacione a expansão do gado com a economia açucareira.
- 2. Explique a presença dos holandeses no Brasil considerando:
a)as características da atividade
açucareira;
b)o papel dos holandeses nesta atividade;
c)relacionando o conflito entre a Holanda e
a Espanha com as invasões no Brasil.
- 3. Explique por que a administração de Maurício de Nassau permite aliar, ainda que temporariamente, os interesses da Companhia das Índias e dos colonos.
- 4. Com o afastamento de Nassau explique os principais pontos de conflito entre os proprietários nordestinos e os holandeses.
- 5. O que foi a chamada Insurreição Pernambucana?
- 6. Quais os principais fatores que impulsionaram a expansão territorial do Brasil entre os séculos XVI e XVIII?
- 7. Quanto a adoção do sistema escravista no Brasil, explique por que os interesses metropolitanos priorizaram o uso de africanos em detrimento dos indígenas.
- 8. “A escravidão africana não foi inventada pelos europeus”. Discuta esta afirmação.
9. 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http://walterlinhistoria.zip.net/images/mapa_escravidao.gif
- 10. “Da produção de tabaco nas capitanias do Nordeste, baianos, pernambucanos e fluminenses se valeram para adquirir escravos na Costa da Mina. Naquelas paragens, além do comércio escravo-tabaco, o ouro levado clandestinamente nas barcas, galeras, bergantins e sumacas era comercializado, muitas vezes junto aos ingleses, aos franceses e mesmo aos holandeses. Na viagem de volta, após um primeiro desembarque em Recife ou em Salvador, seguido de transações comerciais, muitos dos escravos mareavam para o Rio de Janeiro, donde rumavam, alguns deles, para as Gerais. Ouro em troca de escravo. Pagamento à vista ou à prazo. E novamente os circuitos negreiros em que o ouro fluía eram postos na ordem do dia.” Analise o trecho e explique-o com suas palavras.
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