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雅思考试之英语口语怎么才能 keep talking?

2021-06-23 15:32:28来源:网络综合整理 柯林斯词典

想一想,一个人说英语用上了所谓的难词,或者只记得不准确的半成品单词(eg.我好像记得是XX意思,不确定是不是这样读的),却一句话都说不利索,难道考官会认为这个人英语说的好?

与其这样,不如用自己熟悉的词汇把自己的意思表达出来。

在口语表达中学生经常展现的一个场景是英语说到一半转换成了中文:XX我不会,XX用英语怎么说?此时的流利度不就大打折扣了吗?我经常和学生说的一句话是: “你的英语口语可能比你想象的好哦,因为我们可以paraphrase。”

这张图是8-4分雅思口语评分标准中的词汇一栏,都有paraphrase,那么什么是paraphrase呢?

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上图是Cambridge dictionary上的解释,翻译成中文大致是用相对简单的方式去解释某个意思。在我提出这个概念之后,我真的遇到很多学生在我面前展现了paraphrase的能力,应证了我说的话:你的英语口语比你想象的好!

以下例子来自我们的真实课堂:

学生:Do you need to go to different learning centers?

我:Yes, we do. There’re 3 main learning centers in our city.

学生:How do you go from here to another learning center?

我:Sometimes by metro, sometimes by taxi if the time is quite limited between 2 classes.

学生:By taxi, then do you get emmm 车费报销?哎呀,老师我不会‘报销’,这个词怎么说?

我:Do you remember what we said before? If there is a word you don’t know how to express, then what do you do?

学生:Oh, paraphrase. So does XDF pay for your transportation fee?

我:hahaha. See, that was paraphrase, excellent but unfortunately, no.

相信已经出国读书面对论文的孩子们对这个词plagiarism应该不会陌生,因为教授真是反复强调不能剽窃,XX情况都属于plagiarism。

但是此刻不知道plagiarism这个词又有什么关系呢,毕竟可以paraphrase。最终学生给出的版本是Copying others’ideas is seriously banned. 不就是不准抄别人的观点呗。

当然课堂上还有很多学生的paraphrase的例子,真的很棒,举不完。

既然paraphrase这么好用,那我怎么提高自己paraphrase能力呢?

首先,上述例子都是学生在不知道怎么说的情况下用上了paraphrase,那怎么发现自己不会说呢,那首先得开口说呀,只有开口说了才能注意到某个地方自己不会说,只有注意到了才会去发现某个地方自己不会,不然就是我觉得自己特牛逼全会或者极度不自信我全不会。

在这个对话中,学生就很棒地展现了paraphrase。报销reimbursement这个词不会没关系啦,还不是把这句话表达出来了。

再举一个例子:

学生对我说:老师我想说剽窃是严厉禁止的,但我不会英语中的“剽窃”。

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" alt="\"/>

上面这段话的截图是关于注意假说理论,来自Lightbown and Spada的著作How Languages are learned (4th edition ),如果对语言学习感兴趣可以看看。

自己开口说了,然后遇到一些地方都卡住了,一部分地方我可以自己paraphrase出来,那么恭喜你;还有一部分我不会paraphrase,这个时候我可以借助字典啊。

怎么查字典?就把中文输入在字典上,出现一串英文单词,然后选第一个吗?当然不!

记得看看它的英文解释和例句,首先这是一种检测这个词是否符合我使用语境的一种方式,另外英文解释都是paraphrase很好的例子不是吗?前边有查paraphrase这个词得到的paraphrase的英文解释“to state something in different words, usually in a simpler way to make the meaning clear.”,对paraphrase的英文解释不就是也是一个展现paraphrase的例子吗?

当然我不是一个叫学生疯狂背单词,课上补充很多生词的老师,我严重怀疑学生课上是否可以吸收如此多的词汇短语搭配?课后会不会花那么多时间去记那么多单词?记了很多单词以后是否真的用上了?我的经验告诉我大部分情况下这些问题得到都是否定的答案,所以记得卡住不会说的时候,paraphrase,以此提高流利度。

我口语里头可以paraphrase表达自己的意思了,另外呢,口语评分标准里会有speak at length。讲一句话肯定是不够的呀,那怎么办呢?

高中政治老师说的 “做问答题,你要多写点,你就说那么一句话,你指望阅卷者给你高分?做梦吧。你先从政治,经济,文化,哲学这四个方面去找知识点,再带入材料分析一下,不说给你满分,至少也给你一半分了。”

那这个方法似乎也是可以迁移到口语中来的,我们也可以找一些万能思路,比如时间,金钱,环境,健康,学习/知识,情绪,当然你还可以总结出一些其他的万能思路。

比如最近雅思口语有一组话题关于perfume让很多考生为难。

Do you give perfume as a gift?

先给出一个态度是或者否。

然后就联系这些万能思路,第一个想不出什么就像第二个,总会有搭的上边的。因为这是一道口语part1的题,回答也不需要太长,扯上一个点就好了,如果是part3的题,就多扯两个方面呗,再用连接词过度。

e.g.

Yes, sure. I’m a big fan of perfume and I have a wide collection of perfume. When I wear perfume, I feel I’m so refreshed and confident. You know, I just want to transmit my positive emotions to others, so I send perfume as a gift. (情绪)

Not really. Perfume is quite pricey. You know, for a bottle of Chanel perfume, it costs over 500 RMB. Well, I’m just a student who doesn’t own any salary. If I send those costly perfume as a gift, I’ll be broke in a minute. (金钱)

其他的方面,其他的题目就带上这些万能观点和paraphrase留给个人发挥吧,你的英语口语可能比你想象的好!

为你特别匹配的雅思超值课程,祝你和雅思分手!
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