2017辽宁公务员考试:判断推理——图形推理解题技巧
一、优先整体性规律(一)整体性强于局部性
这里的整体性指的是当题目中由于不同规律所导致的答案相异时,每一组已知图形当中的每一个元素都满足的既定规律,这样的变化规律就比起图形中只有部分元素满足的规律也就是我们所谓的局部性规律要强。比如图中“总线条数呈现等差变化”要优先于“每个图都有直角”的规律、“每个图都是轴对称的规律”要优先于“每个图都有同一个圆”等等,这样的整体化思想也称为宏观变化思想,图中每个元素都参与到一定的规律变化,这样才能使图推的规律性更强。
【例题】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://ln2.zhimantian.com/gwy/ziliao/xingce/2016/1130/data:image/png;base64,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
【解析】D。
①③⑤是中心对称图形,②④⑥既是中心对称图形,也是轴对称图形。这道题的对称就进行了每个图形的所有元素的遍历,而考生容易选择C项,认为①③④都有一个圆构成,而其他三个都是直线构成,其中圆也只是图形中的局部元素,只参考部分量所得出的规律就比整体参照的要弱。
(二)整体数量化强于整体笼统化
虽然每个元素都参与到图推的规律变化当中,但是如果借助一定的数量关系来使其整体化就比起单纯地将元素拼凑在一起的规律性更强。
【例题】从所给四个选项中,选择最合适的一个填入问号处,使之呈现一定规律性( )
http://ln2.zhimantian.com/gwy/ziliao/xingce/2016/1130/data:image/png;base64,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
【解析】C。
这两组图能一笔画构成,而一笔画就是每一个图的所有元素都能涉及的规律并且以数量关系的形式体现。但很多考生这道题容易选D:考生观察第一组是直线、直线、曲线,所以第二组也是直线、直线、曲线,这样的规律就没有一笔画的强。
二、图形的复合性规律变化趋势
除了整体性的参考因素之外,国考图推的题目已不局限于只考查一种规律,往往将多种要素综合设置,比如考生在备考时要注意的是点、线、面、角的数量关系综合,图形平移、翻转与旋转的位置变化综合,数量与位置间的综合,位置与图形叠加的综合,自身特点与元素分布的图形求同与数量关系间的综合。
【例题】从所给四个选项中,选择最合适的一个填入问号处,使之呈现一定规律性( )
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
【解析】D。
这道题考查去同存异。每行图一旋转90°,与图二叠加去同存异得到图三。故选D。
图形之间的整体性是探讨图推题目的内在联系,而复合性又是国考图推题目的必然考查趋势,掌握好这两大特性对于图推题的巩固和理解都有很重要的作用。辽宁公务员网衷心希望以上内容对考生有所帮助!更多精彩内容欢迎登陆:
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