小学教育网 发表于 2018-11-10 18:16:51

小学英语语法知识点:非谓语动词

小学英语语法知识点:非谓语动词
          在句子中充当除谓语以外的句子成分的动词形式叫做非谓语动词。非谓语动词分为三种形式:不定式,动名词,和分词(分词包括现在分词和过去分词)。
       
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
       
          否定形式: not +不定式, not + 动名词, not + 现在分词
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