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2022考研工程管理硕士(MEM)逻辑解题小技巧

2021-05-04 07:50:00来源:网络

   2022考研工程管理硕士(MEM)逻辑解题小技巧

  2021年考研初试即将开始,报考工程管理硕士的考生都在紧张备考中。言言整理了2021年工程管理硕士(MEM)逻辑笔试解题小技巧,以供考生借鉴与参考。更多信息,请关注不言MEM,免费领取真题资料大礼包。

  三大解题小技巧分别为是做题效率与题海战术、把握做题速度、做题顺序。

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" alt="\"/>

  在知识点上,逻辑有三个模块,这三个模块互相之间没有明显的关联,其考察目的也与考察方式截然不同,所以对逻辑的看待应该拆分成三个模块去看待。

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" alt=""/>

  第一个是“形式逻辑”,类似于计算题,套公式,根据已知条件推理出一个结果,是三个当中占分值较大的一个考点,大概占到总分值的三分之一。

  第二个是“论证逻辑”,即批判性思维,这部分没有公式可以依赖,强调的是独立思考、独立判断的能力,根据已有经验与知识对结论进行削弱和加强。

  第三个是“分析推理”,有点像日常生活接触的智力测验,往往题目中会给出各种条件如人物、地点、职业和数据等等,要求考生根据彼此联系的各种条件进行适当的推理,回答相关的问题,但与前两个模块不同的是,该类题型的解答过程不需要运用专门的知识,主要考查的是一种思维能力。近年来该类试题的比重逐渐在加大,有时甚至以此类试题为主,因此要引起大家的重视。

  01

  做题效率与题海战术

  一般而言,做题量越多,吸收的效果和反映的速度会更快一些,但是MBA考试作为在职的一种考试,大部分同学都是挤业余的时间来学习,不会有太多的精力来投入,因此逻辑这一科目不太适合用题海战术应对。而且逻辑三个模块,考察的要点和方式不太一样,所以准备的时候应对方式也不一样。

  形式逻辑

  第一部分形式逻辑,演变到今天有两极分化的趋势,对于特别简单的形式逻辑题,我们不依赖于任何理论基础,完全凭我们日常生活的语感或对话经验就可以应对。但是形式逻辑题里大部分的题没有公式,凭语感是很难做出来的,确实需要依赖一些理论知识的基础,对于这部分理论知识,我们需要通过沉下心来学习推理的基础知识,整体记忆与消化,形成一个形式逻辑的知识体系图,做到活学活用,也就问题不大了。

  论证逻辑

  第二部分是论证逻辑,即批判性思维。这一部分因为没有公式,总体是对独立思维的考察,所以这一部分确实需要多做一些题但是远没有到题海的地步。2010年以后的题都是有价值的,把2010年以后的真题中的每道论证逻辑题剖析理解清楚的话,那么这一块学的也就比较扎实了。而且逻辑题短期突击不是特别有效,建议大家论证逻辑这部分是应该多做一些的,每天做一些真题,保持一定的温度,比每天突击做很多效果要好的多。

  分析推理

  最后一部分分析推理的题目更不需要做题海,这部分题考的比重虽然逐渐加,但里面有更严重的两级分化,里面有两三道是明显的陷阱,所谓陷阱就是看似可以做一下,但是一旦要做的话必然要消耗掉五到十分钟,瞬息就过去了,那么在考试中性价比是极低的。所以判断力这个重要的关键词就出现了,希望大家学会在日常刷题中为自己设置一道防火墙,什么样的题值得我们去做,什么样的题性价比较低。

  02

  把握好速度

  提高逻辑的速度,可以从两方面着手,一方面是跳过难度较大的特殊题,另一方面就是在论证逻辑这一块尽可能缩短阅读时间。

  整个管综的考试时间非常紧张,管综之所以把这三个科目放在一起考,其目的是看考生能否在时间条件不充裕的情况下,把优势发挥出来。

  跳过难度较大的特殊题

  模拟的是一种经济环境中决策的过程。所以考生必须在考场中有非常强烈的现场观念,就像有些考生能力并不足以把所有的题都做对,但是却又有很强的判断力,能够保证大部分花费的时间都是有效的;而相反有些同学复习时间很长,水平也不错,如果考试时间延长一倍的话会得到一个很好的成绩,而恰恰在三个小时里边他失去了判断力,每道题都想尝试一番,无形中时间也花了,题有些也没有做出来,心情还变得很差,所以逻辑最集中体现的就是一种决策能力的科目。速度提高的根本原则并不是让水平无限提升,最重要的是让你的判断力增强。

  形式逻辑的推理题,很难的那些,需要利用复杂的公式去做推理的,没有基础和积淀,就可以适当放弃,这样时间就省下来了。

  尽可能缩短阅读

  论证逻辑题目,这两年有一个增长的趋势,这样大概占三分之一的题在考场上确实会消耗我们一部分时间,这部分题目题干也较长,实际上考察的就是阅读能力和归纳的能力。

  有很多同学在做题时,读了两遍,还是在头脑中没有留下清晰的印象,没有形成一个因果关系在脑子里,这样一做题又要反复读题干,如果要避免这个问题,大家在平常训练的时候要强制自己拿到一道批判性思维题,只读一遍,聚精会神,挑出重点,读完以便以后把一个长题的逻辑主线整理出来,这样强制做一段时间以后,阅读和归纳能力就会有一个明显的提升,就在这部分题目上形成了比别人明显的速度的优势。

  03

  做题时间与做题顺序

  这个问题越临近考试就越重要,综合能力考试由三部分构成。试卷上印刷的顺序是:数学、逻辑、写作。

  临场的时间问题,必然要涉及的临场的顺序问题,顺序问题又分为两大类型:一类同学比较喜欢按照印刷的顺序来做,这类同学至少占到一半左右;一类同学愿意调整一下顺序,按照自己的判断标准去做,这样的同学占不到一半左右。

  按照卷面顺序,建议逻辑所消耗的时间不宜超过一个小时。

  当超过一个小时的时候,经济学里有一个重要的概念叫边际效应。就像我们特别饿的时候,吃前两块满足感很强,随着越吃越饱,满足感会下降,会有一个临界点,所以如果做逻辑题超过一个小时的话,也不会多得多少分,一个小时以内是一个基本点。

  总体是因人而异的,这三门科目中可能唯一没有弹性的就是写作,因为写作经过一两个月的训练,大部分同学会形成一个自己的时间,这个时间不太受题目难度的干扰,一般在六十分左右。如果写作定下来这六十分之后,那么逻辑和数学时间的花费是一个此消彼长的过程。


本文关键字: 2022考研 工程管理硕士

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