2017辽宁公务员考试:判断推理——“灵活”是正道
一、逻辑判断,考点复古,复言命题重现江湖逻辑判断部分考点较为复古,必然性推理时隔1年后,再度考查复言命题,内容涉及假言命题推理和复言综合推理;可能性推理集中考查加强型和削弱型,材料类型以科普类和社会类为主,题干长度均在4行以上,一定程度上增加了阅读难度。
例:甲、乙、丙、丁四人商量周末出游。甲说:乙去,我就肯定去;乙说:丙去我就不去;丙说:无论丁去不去,我都去;丁说:甲乙中至少有一个去,我就去。
以下哪项推论可能是正确的?
A.乙、丙两个人去了 B.甲一个人去了
C.甲、丙、丁三个人去了 D.四个人都去了
【答案】C。
【解析】甲乙丙丁的话可分别写为:①“乙→甲”,②“丙→非乙”,③“丙”,④“甲或乙→丁”,根据②和③可知丙去,乙不去,排除A、B、D项,只有C项符合题干信息。
二、图形推理,数量关系强势回归,字母数字组合首次出现
图形推理总题量为10道,分类分组型考查5道,顺推型、九宫格型和立体型也有考查,此外,数量关系考查比重加大,共出现4题,其中对称性考查了2道,但是题目特征并不明显,难度也相应提升,立体图形依然考查了折纸盒、截面图和立体组合,考点稳定。与往年不同的是,字母数字组合的图形首次出现,位置变化和组合叠加没有考查。
例: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/2016/1125/data:image/png;base64,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
A.①②④,③⑤⑥ B.①②⑤,③④⑥
C.①③④,②⑤⑥ D.①③⑥,②④⑤
【答案】D。解析:①③⑥直线和圆都有2个交点,②④⑤直线和圆都有1个交点。
三、定义判断,学科多样性的同时加入新学科的考查、材料紧跟热点、能力要求综合化
定义判断题量为10道,题干长度基本在3行左右,个别选项比去年稍长。题型以单定义为主,难度适中。心理学、文学语言、地理地质、生物生态等均有考查,法学和经济学涉及较少。本次考试的定义中还首次考查了公文写作方面的定义,体现了对于从事行政工作的基本能力的考查。定义材料贴近社会热点,比如图灵测试,就涉及今年刚刚获得奥斯卡奖的作品,还考到了与当今潮流非常贴近的数字鸿沟等。图灵测试等题目还需结合一定的数学运算,体现了考点的综合化特点。
四、类比推理,词项间关系不明显、跳跃性大,难度增大
类比推理部分题量为10道,题型包括两项式、三项式和括号式,与往年不同的是,今年的题目难度加大,词项间关系模糊,存在跳跃性,综合性考点较多,总的来说侧重考查言语关系,经验常识、逻辑关系和理论常识也有考查,其中,言语关系中的词义关系成为每年类比推理每年的重中之重,自然科学常识成为值得关注的命题点。更多精彩内容欢迎登陆:
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