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Canada is a very large country. It is the second largest country in the world. By contrast it has a very small population. There are slightly over 30 million people there. Most Canadians are of British or French origin, and French is an official language of Canada as well as English. About 45% of the people are of British origin, that is, they or their parents or grandparents, etc., come from Britain. Nearly 30% are of French origin. Most of the French-Canadians live in the province of Quebec. Over the years, people have come to live in Canada from many countries in the world. They are from most European countries and also from China, besides other Asian countries. However, Canada was not an empty country when the Europeans began to arrive. Canadian Indians lived along the coast, by the rivers and lakes and in forests. Today there are only about 350 000 Indians in the whole country, with their own languages. In the far north live the Inuit. There are only 27 000 Canadian-Inuit. Their life is hard in such a difficult climate. 56. About       live in Quebec. A. 30% of the French-Canadians B. 45% of the Canadians C. 29 000 000 people D. 9 000 000 French-Canadians 57. The underlined word “origin” in Paragraph One means      . A. 血统         B. 后裔 C. 先驱         D. 猿人 58. About 23% of people came from      . A. China         B. England        C. France D. some other countries except France and Britain 59. Which of the following is true according to this passage? A. There are 27 000 Canadian-Indians in Canada. B. More than 13 million people have come from Britain and France in recent years. C. There are nearly 30% of the populations whose parents or grandparents come from France. D. There are no people when the Europeans began to arrive in Canada.

题目标签:先驱后裔猿人
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【单选题】下列对新柏拉图主义先驱斐洛的描述错误的是()

A.
斐洛长期生活在北非埃及的亚历山大里亚。
B.
斐洛构成了“两希”文化相汇聚的一个重要的思想中介,并承担起将希伯来文化和希腊文化结合起来传播的作用。
C.
斐洛作为“两希”文化的中介,对后来基督教的神学建设起到了很重要的奠基作用,他的很多观点都成为日后基督教的神学里的正统观点。
D.
斐洛用奥尔弗斯宗教的精华来重新解读犹太教的经典《旧约》里的圣教人物,尤其是对《创世记》进行了一种希腊哲学化的解释。

【单选题】近代微积分思想的先驱是()

A.
因果分析
B.
路径分析
C.
穷竭法
D.
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