2024年陕西公务员考试行测每日一练:判断推理
2024年国考笔试于11月26日结束,接下来2024年各省联考及陕西公务员省考将陆续启动。《行政职业能力测验》和《申论》是全国公务员考试的必考科目,考生不管备考哪个省的考试,都将涉及到相关考试内容。陕西公务员考试网为帮助考生备考,将每日发布各种题型供考生练习,更多2024年陕西公务员考试通用教程(点击订购)。
接下来完成1--5题
1.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。
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)
[参考答案与解析]
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接下来完成1--5题
1.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。
2.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。
3.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。
4.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:
A.①②⑥,③④⑤
B.①②④,③⑤⑥
C.①④⑥,②③⑤
D.①⑤⑥,②③④
5.中医常用五行相生的母子关系说明五脏之间的病理关系。母病及子:母脏有病累及子脏。子盗母气:子脏病变影响到母脏。五行相生关系:金(肺)生水、水(肾)生木、木(肝)生火、火(心)生土、土(脾)生金。相生关系中,生者为“母”,被生者为“子”。
下列属于子盗母气的是:
A.肝阳亢盛化火,上犯肺金,灼伤肺津或肺络
B.肾阴虚亏导致肝阳虚亢,表现为腰膝酸软等症
C.心火亢盛而致肝火上炎,表现为心烦失眠等症
D.肝气横逆,侵及脾胃,导致消化吸收功能紊乱
[参考答案与解析]
1.【答案】C。解析:观察发现,题干图形外框均为正方形,内部均为直线,但直线数、交点数、笔画数、封闭区域数等均不存在规律,进一步观察发现,除了第一个图形外,其他图形内部均存在不同数量的三角形,可由此入手分析。题干图形中三角形的数量依次为0、1、2、3、4、(5),只有C项中三角形的数量为5。故本题选C。
2.【答案】C。解析:题干图形均由左右两个部分构成,奇数项中,左侧为直线图形,右侧为曲线图形;偶数项中,左侧为曲线图形,右侧为直线图形。问号处图形为偶数项图形,左侧应为曲线图形,右侧应为直线图形。只有C项符合此规律。故本题选C。
3.【答案】D。解析:题干图形均由一个圆和直线图形构成。观察题干图形发现,奇数项中,圆形和另一个图形相交;偶数项中,圆形和另一个图形相切。问号处是奇数项,所以圆形应与另一个图形相交。只有D项符合此规律。故本题选D。
4.【答案】D。解析:观察题干图形发现,图形①⑤⑥都是由直线和曲线共同组成的图形,图形②③④都是只由直线组成的图形。故本题选D。
5.【答案】C。解析:子盗母气定义的关键信息:子脏病变影响到母脏。
A项,肝脏属木,水(肾)生木,其母脏为肾脏,而非肺脏,不符合定义。
B项,肾脏属水,金(肺)生水,其母脏为肺脏,而非肝脏,不符合定义。
C项,心脏属火,木(肝)生火,其母脏为肝脏,心脏病变,影响到肝脏,符合定义。
D项,肝脏属木,水(肾)生木,其母脏为肾脏,而非脾脏,不符合定义。
故本题选C。
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