考生关注!2024年国家公务员笔试考什么?
距离国考发布公告时间越来越近了,很多同学也进入了白热化备考阶段,今天小编带大家了解一下国考公共科目主要考什么,往下看:
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)
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行政职业能力测验
主要包括常识判断、言语理解与表达、数量关系、判断推理和资料分析等部分。
(一)常识判断。主要测查报考者在政治、经济、文化、科技等方面应知应会的基本知识以及运用这些知识进行分析判断的基本能力。
(二)言语理解与表达。主要测查报考者运用语言文字进行思考和交流、迅速准确地理解和把握文字材料内涵的能力。包括根据材料查找主要信息及重要细节;正确理解阅读材料中指定词语、语句的含义;概括归纳阅读材料的中心、主旨;判断新组成的语句与阅读材料原意是否一致;根据上下文内容合理推断阅读材料中的隐含信息;判断作者的态度、意图、倾向、目的;准确、得体地遣词用字等。
(三)数量关系。主要测查报考者理解、把握事物间量化关系和解决数量关系问题的能力,主要涉及数据关系的分析、推理、判断、运算等。常用题型有数字推理和数学运算两种。
数字推理:每道题给出一个数列,但其中缺少一项,要求报考者仔细观察这个数列各数字之间的关系,找出其中的排列规律,然后从四个供选择的答案中选出最合适、最合理的一个来填补空缺项,使之符合原数列的排列规律。
数学运算:每道题给出一个算术式子或者表达数量关系的一段文字,要求报考者熟练运用加、减、乘、除等基本运算法则,并利用其他基本数学知识计算或推出结果。
(四)判断推理。主要测查报考者对各种事物关系的分析推理能力,主要涉及对图形、语词概念、事物关系和文字材料的理解、比较、组合、演绎和归纳等。常用题型有图形推理、定义判断、类比推理、逻辑判断四种。
图形推理:每道题给出一套或两套图形,要求报考者通过观察分析找出图形排列的规律,选出符合规律的一项。
定义判断:每道题先对相关概念进行定义,然后分别列出四种情况,要求报考者严格依据定义选出一个最符合或最不符合该定义的答案。
类比推理:给出一组相关的词,要求通过观察分析,在备选答案中找出一组与之在逻辑关系上最为贴近或相似的词。
逻辑判断:每道题给出一段陈述,这段陈述被假设是正确的,不容置疑的。要求报考者根据这段陈述,运用一定的逻辑推论,选择一个最恰当的答案。
(五) 资料分析。主要测查报考者对文字、数字、图表等统计性资料的综合理解与分析加工能力。
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申论
试卷由注意事项、给定资料和作答要求三部分组成。申论考试按照中央机关及其省级直属机构综合管理类职位、市(地)级及以下直属机构综合管理类职位和行政执法类职位,分别命制试题。
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