考研族 发表于 2018-9-29 20:45:13

2019考研英语非谓语三种形式之间区别复习

非谓语在考研英语中占据着很重要的位置,进行2019考研英语复习的小伙伴们都知道,非谓语形式主要包括动名词、不定式和分词。2019考研英语非谓语三种形式之间区别复习内容如下:
1. 动名词作定语
动名词作定语只是表明所修饰名词的用途,且不能和所修饰名词构成逻辑上的主谓关系。
例:a reading room = a room for reading (用来阅读的教室,即阅览室)
a dining car = a car for dining (可以用来吃饭的车,即餐车)
2. 动词不定式作定语
Ø 被修饰词与不定式之间构成逻辑上的主谓关系
例:This little girl is the first person to think of the idea how to decorate this room.(不定式 to think of 与所修饰词person 构成逻辑上主谓关系,即person thinks of...)
Ø 不定式与被修饰词之间有逻辑上的动宾关系
例:John snow knows nothing to do how to make his loved girl happy.(不定式to do 作定语修饰nothing, to do 与 nothing 之间形成了 逻辑上的动宾关系)
Ø 某些名词用法规定可以用不定式作定语
例:ability, failure, refusal, way, attempt......
3. 现在分词作定语
现在分词作定语对所修饰的词起到补充说明,并与之构成逻辑上的主谓关系
例:a swimming boy = a boy is swimming
a sleeping princess = a princess is sleeping
4. 过去分词作定语
过去分词作定语主要表示所修饰的词被动或完成的状态
例:broken glass = glass is broken(玻璃被打碎,即碎玻璃)
a stolen necklace = necklace is stolen (项链被偷,即失窃的项链)
真题例句:This success, coupled with later research showing that memory itself is not genetically determined, led Ericsson to conclude that the act of memorizing is more of a cognitive exercise than an intuitive one. (2007年 text 1)
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
解析:
伴随状语中
Ø With later research 作状语修饰 coupled
Ø 现在分词短语showing that memory...作定语修饰later research
Ø That从句作show的宾语从句
宾语补足语中
Ø 不定式 to conclude 作宾语补足语
Ø That 从句作conclude 宾语从句
译文:这次实验的成功以及后来的证明记忆力并不是由遗传决定的研究,让埃里克森得出结论:记忆行为与其说是一种直觉活动,不如说是一种认知活动。
知识点、答题技巧不是看两遍就能掌握的了的。希望同学们在复习过程中,能够灵活运用所学知识点进行答题练习。
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