2018国考判断推理中的“送分题”
各省公务员考试已经结束,各位考生们又进入了国考的备考中。在备考的过程中,考生们问的最多的就是国考是不是很难考啊?国考行测是不是很难啊?其实不是这样的,就近两年的考试真题来看,国考行测与联考行测难度越来越相似,难度也有所降低,所以大家不要对国考闻风丧胆,国考行测不仅不难,还有很多“送分题”哦。本文小编将为大家总结一下判断推理部分的送分题目,考生们可以尝试着做一下哦。【2017年国考76题】白醋∶消毒
A. 热水器∶加热 B. 汽油∶去渍
C. 白糖∶调味 D. 人参∶滋补
【华图解析】此题虽然是类比推理,但实际上考察的就是生活小窍门啊,只要有生活常识的小伙伴们看这个题应该觉得很容易吧。题干中白醋是一种调味料,但是除了调味功能之外,还有个辅助功能就是消毒,B选项汽油是一种燃料,辅助功能是去除衣服上的油渍,与题干相符。而A、C、D三个选项都是主要功能,而不是辅助功能,都可以排除。
【2017年国考78题】从所给的四个选项中,选择最合适的一个填入问号处,使之呈现一定的规律性:
http://www.huatu.com/2017/0708/data:image/png;base64,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
【华图解析】看到这道图形推理题,估计考生们心里要乐开花了,简直不能再简单了。从题干特征观察,组成元素完全相同,典型的位置类题干。首先观察小黑球,小黑球逆时针旋转,每次旋转90°,因此从A、C中选,空白每次按照顺时针方向平移一格,排除A。因此,本题选择C选项。
【2017年国考90题】把下面的六个图形分为两类,使每一类图形都有各自的共同特征或规律,分类正确的一项是:
http://www.huatu.com/2017/0708/data:image/png;base64,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
A. ①③④,②⑤⑥ B. ①②⑤,③④⑥
C. ①③⑥,②④⑤ D. ①④⑤,②③⑥
【华图解析】本题是道分组分类题,每个图形都被分成了两部分,每部分中有一个圆圈或者三角形,通过观察我们可以发现,①③④三角形在图形所占面积大于圆在图形所占面积,②⑤⑥圆在图形所占面积大于三角形在图形所占面积。因此,本题选择A选项,是不是也是一道简单的“送分题”啊!
【2016年国考88题】森林∶郁郁葱葱
A. 法庭∶庄严肃穆 B. 校园∶勤奋好学
C. 餐桌∶饕餮大餐 D. 公园∶嬉戏玩闹
【华图解析】本题是一道二元推理题,这道题实质上就是让我们选哪个形容词能够修饰前面的名词,这是我们小学时就应该会的题目啊!题干中郁郁葱葱可以修饰森林,A选项中庄严肃穆可以修饰法庭,与题干一致,而其他选项都不能修饰,排除。
大家看,随便翻翻这两年的国考真题就找出了好几道送分题,所以就像小编在开头说的,国考并没有我们想象中的那么难啊,只要大家踏踏实实复习,一定会“一举成功”!
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