公务员考试网 发表于 2017-6-28 03:45:57

2017辽宁公务员考试:言语理解——揭秘做言语题的致胜法

我们一般习惯先辨别题型,然后针对不同题型,采取不同的解题思路进行作答,也就是说,不同的题型有各自不同的解题思路和解题技巧。那么,有没有一种方法是适合于所有题型呢?今天我就为大家介绍一款绝世武器,适合于言语所有题型,其特点为:杀伤力强、命中率高、作用范围广,可谓一招制胜,以一敌百!此款武器即为“并列关系”。辽宁公务员考试温馨提示考生阅读下文,相信能给考生带来一定的帮助。    在一般人看来,“并列关系”只不过是转折、因果、递进、必要条件等逻辑关系当中不太起眼的一种而已,但是却忽略了它的功能和功效。
    一、并列关系在片段阅读中的应用
    在片段阅读中,考察最多的题型即为主旨题和意图判断题。这两类题型的解题思路即为找重点或重点基础上的引申。那么如何找重点才是大家关心的事情。通过转折、因果、递进、必要条件都能找到重点,唯独在文段中出现并列关系的时候是没有重点的,那么这时候重点怎么找呢。一定要记住,如果文段中出现并列关系的时候,我们首先要把表示并列关系的并列成分捆绑在一起用铅笔划掉。重点看剩下的部分即为文段重点。举例:
http://ln2.zhimantian.com/gwy/ziliao/xingce/2016/1111/data:image/png;base64,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
    这道题目是典型的主旨题,解题思路为找文段重点,然后回到原文找重点,就发现第一句、第二句后面出现了分号,分号意味着前后句子的关系为并列,所以直接把表示并列的几个并列成分的句子划掉不看。重点看剩下的句子即为答案。也就是最后一句话是答案所在,故选C项。
    二、并列关系在逻辑填空中的应用
    在做逻辑填空时,如果空的前后出现并列关系时,要填入的这个词就得满足一个条件才能保证整个句子的并列关系成立。表示并列的关联词有“不是…而是…”“有的…有的…”“或…或…”等,还有一些字、词、标点符号都能不是并列,比如“和”“以及”、分号等。那么上述关联词出现的时候,既能表示相反相对、也能表示相近。也就是说,并列关系出现的时候,你可以选一个跟空后文意思的反义词,也可以选一个近义词,相对来说,在逻辑填空中,考察反义的情况比较对一点。举例:
    我们强调哲学的民族性、差异性,不是要________其他哲学,而是在肯定自己哲学的基础上以博大的胸怀去________其他哲学的精华,最终实现超越。中华民族素有海纳百川的优良传统,也有________的超越品格。
    A排斥 吸纳 革故鼎新
    B摒弃 汲取 勇往直前
    C否定 借鉴 陈陈相因
    D推崇 接纳 虚怀若谷
    第一空前出现表示并列关系的“不是。。。而是”,那么第一空要填入的词应该是后面“肯定”的反义词或者近义词,刚好“排斥”“摒弃”“否定”均为“肯定”的反义词,所以都符合文意。“推崇”为“肯定”的近义词。所以单从第一空来看四个选项都符合要求,接着看第二孔,是考察固定搭配。只有“吸纳”“汲取”符合要求,排除CD。在接着看第三空,出现了“有…也有…”的用法,这又属于并列,那么这时候要填入的词语要跟谁发生并列呢,很明显是前面的“传统”,再看剩下的选项,能够跟前文的“传统”并列的只有“创新”了。含有创新含义的词语只有“革故鼎新”,所以答案直接锁定A。
    更多精彩内容欢迎登陆:
    辽宁公务员考试辽宁公务员网
    辽宁公务员面试辽宁人事考试网
页: [1]
查看完整版本: 2017辽宁公务员考试:言语理解——揭秘做言语题的致胜法