unit 1 Grammar——非限定性定语从句-【勤径学升】2024-2025学年高中英语选择性必修第一册同步练测（人教版2019）

高中英语·选择性必修 第一册 We should stick to our dreams under any [句式剖析] circumstances. 本句属于“It+be十adj./n. 十(for/of sb.) to do 在任何情况下,我们都应该坚持我们的梦想。 sth.”句型,其中it是形式主语,不定式短语作真 Under no circumstances must you leave the 正主语。 house. [归纳拓展] 在任何情况下,你都不能离开这所房子。 It+be十adj.十(for/of sb.)+to do sth.(某人)做某事 [名师点津] 是..... in/under nocircumstances意为“决不;无论如何 (1)当作表语的形容词(easy,hard,difficult、important 也不”。该短语置于句首时,句子语序要部分倒 等)说明不定式行为的性质和特点时,常用“forsb.' 装。其他具有类似用法的介词短语还有:atno 引出不定式的逻辑主语。 time(在任何时候都不),onnocondition(无论 (2)当作表语的形容词(kind,nice,good等)说明不定式 如何都不)、onnoaccount(决不)等。 的逻辑主语的性格和品行时,常用“ofsb.”引出不 定式的逻辑主语。 [活学活用] It's too hard for me to persuade her to come with (1)单句语法填空 ①We can't take measures until we've known all the us tomorrow. (circumstance). 说服她明天跟我们一起来对我来说太难了。 the circumstances, we must rely on It was an enjoyable experience for him to attend ourselves. the competition. (2)完成句子 能够参加比赛对他来说是一次愉快的经历。 ③我绝不放弃创办一家公司的目标,因此,如果 It's thoughtless of you to do so. 条件允许的话,我将立即采取行动去实现我的 你这样做真是太不懂事了。 梦想。 [活学活用] the objective of (1)单句语法填空 ①It is a great honour (deliver)a founding a company. As a consequence,__ .I will take immediate action to speech to share with you my opinions on Beijing accomplish my dream. Opera. ②1t is important us to launch a [重点句型] campaign to promote our new products. ③It is nice you to support me when a 形式主语 majority of people object to my plan. (教材 P4) The two flowers are quite distinct (2)完成句子 from one another, so it is easy to make a ④对我们来说保持健康非常重要。 distinction between them. It is very important 这两种花完全不同,所以很容易把它们区别开 Grammar-非限制性定语从句 1.(教材 P2) This year's Nobel Prize for Physiology C教材示例 or Medicine has been awarded to Tu Youyou (co winner). 用适当的关系词完成下面教材中的句子并体 research led to the discovery of 会它们的语法特征 artemisinin,a crucial new treatment for malaria. 12 UNT1 PEOPLE OF ACHIEVEMENT 2.(教材 P2)In the beginning,Tu Youyou went to The novel is very interesting, which makes me very Hainan, malaria was more common.to glad. study malaria patients. 这部小说很有意思,这让我很高兴。(非限制性定 3.(教材 P3) Lat