公务员考试网 发表于 2022-6-20 08:40:03

2022年国考行测数资易错点合集

随着国考公告的发布,越来越多的同学开始临阵磨枪,但是又发现行测难,申论烦。所以很多同学在学习了一段时间后会策略性的选择放弃其中一些难题,比如数量关系,但是数量关系也是进面上岸的敲门砖,如果全部放弃很难取得高分,所以这一部分大家会选择较为容易的题目下手。不过往往看起来容易的题又存在大量陷阱,那么我们对近几年数量关系题目进行分析后发现有这么几类问题很容易出现陷阱。
    陷阱一.年龄问题算出负数
    在以往的年龄问题中,很多题目会提到同时增加或者减少若干年,这种情况在正常情况下需要我们按照现有年龄加或者减对应年份数字才能求出当时的年龄,但在某些题目中这反而成为容易犯错的惯用思维,比如下面这道题。
    小强的爸爸比小强的妈妈大3岁,全家三口的年龄总和74岁,9年前这家人的年龄总和是49岁,那么小强的妈妈今年多少岁?
    A.32 B.33
    C.34 D.35
    这是一道很经典的年龄问题。按照惯性思维我们应该很快就能列出式子,比如设妈妈年龄为x,那么爸爸为x+3,小强年龄为y,接下来就可以轻松列出一个关于x和y的方程组,但如果去求解会发现解除的年龄会出现负数,对年龄问题来讲这是不可能的,那么问题出现在哪里?
    9年前全家年龄为49岁,而今年全家年龄为74岁每个人长9岁,49+27=76说明9年前小强未出生,小强的爸爸比小强妈妈大3岁,则妈妈9年前为23岁,今年32岁。因此,本题答案为A选项。
    陷阱二.概率问题条件不清
    在概率问题中,常常会出现需要考虑总量和部份量分别是多少,但是很多同学在找总量和部分量的时候极其容易找错,比如下面这道题。
    某单位有50人,男女性别比为4∶1,其中有5人未入党。如从男性中任选1人,则此人为非党员的概率最大为多少?( )
   
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
    本题在解的过程中很容易发现非党员最多5人,而且总人数和男性人数分别都已经告
    知,但很多同学会在A和B两个选项中选错。按照概率的定义计算:男性党员人数最多为40人,故所求概率为5÷40=1/8(满足要求的情况数÷总的情况数)。因此本题答案为C。但很多同学会把总量看成所有人,则会算出A这个选项。
    陷阱三.平均分组算多次数
    平均分组类问题也是典型的易错题,很多人会忘记凡是平均分组的类型都需要将组与组之间的顺序除掉。比如下题。
    将10名运动员平均分成两组进行对抗赛,问有多少种不同的分法?
    A.120 B.126
    C.240 D.252
   
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
    以上就是我们在数量关系这个部分经常碰到的一些陷阱类问题,希望大家在做为数不多的数量关系题目的时候就不要再慌慌张张白白浪费机会了。
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