教师资格政治学科重要考点《我国的国家性质》知识点详解进入阅读模式
《我国的国家性质》知识点详解
在教师资格笔试中,《政治生活》中“我国的国家性质”这个知识点历来是考查的重点,经常以单选题的形式出现。我国的国家性质这个知识点主要考查人民民主专政的本质与特点、最广泛最管用的民主等相关知识,下面我们将就此知识点与大家分享。
【考点精讲】
我国的国家性质
(一)宪法对我国国家性质的规定
我国宪法规定:“中华人民共和国是工人阶级领导的、以工农联盟为基础的人民民主专政的社会主义国家。”
1.领导阶级
工人阶级的领导是我国国家性质的首要标志。
2.阶级基础
工农联盟是我国国家政权的阶级基础。
3.地位
人民民主专政是我国的国体,在我国社会主义制度中具有根本性意义。
(二)人民民主专政的本质与特点
1.本质
人民民主专政的本质是人民当家作主。
2.特点
最大特点在于它与剥削阶级掌握的国家政权不同,对占全国人口绝大多数的人民(人民内部)实行民主,对极少数敌视和破坏社会主义事业的敌人实行专政,是新型的民主和新型的专政。
三。我国的民主与专政是辩证统一的
![教师资格政治学科重要考点《我国的国家性质》知识点详解](data:image/png;base64,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)
(三)最广泛、最真实、最管用的民主
1我国社会主义民主是维护人民根本利益的最广泛、最真实、最管用的民主
![教师资格政治学科重要考点《我国的国家性质》知识点详解](data:image/png;base64,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)
2我国人民民主专政的专政职能
人民民主专政对极少数敌人实行专政。国家依法打击极少数敌对分子和敌对势力的破坏活动,依法打击各种犯罪活动,维护社会治安和社会秩序,保护国家、集体和公民的合法权益不受侵犯,保障人民民主,保卫社会主义现代化建设。
(四)必须坚持人民民主专政
第一,坚持人民民主专政是四项基本原则之一,已被写入我国宪法。
第二,坚持人民民主专政是社会主义现代化建设的政治保证。
【典型例题】
单项选择题
2019年5月13日至17日,中央扫黑除恶第20督导组进驻四川开展“回头看”工作。四川省以中央督导组“回头看”反馈问题为导向,全面检视存在的差距和不足,狠抓问题整改,纵深推进扫黑除恶专项斗争。在全国范围开展扫黑除恶专项斗争,从根本上说是因为( )。
答:。国家贯彻依法治国方略,维护宪法和法律的权威
B。国家回应人民群众期待,保障公民基本民主权利
C、。国家依法打击黑恶势力是现代化建设的根本保证
D。我国国家性质决定了政府必须切实维护人民利益
【【31572】D解析:答:在全国范围开展扫黑除恶专项斗争是国家贯彻依法治国方略,维护宪法和法律的权威的具体体现,不是原因,故排除答:B类:公民的基本民主权利是指选举权与被选举权,题目中没有涉及到该知识点,故排除B抄送:维护国家的统一、民族的团结是现代化建设的根本保证,故排除C医生:根据题意,在全国范围开展扫黑除恶专项斗争,从根本上说是由我国的国家性质来决定的,D类正确。故本题选D
2.2018年12月,国务院新闻办发表《改革开放40年中国人权事业的发展进步》白皮书指出:“尊重和保障人权”先后载入国家宪法、中国共产党党章及国家发展战略规划,成为中国共产党和中国政府治国理政的一条重要原则,中国在改革开放中尊重人权、保障人权、促进人权,成功走出了一条符合国情的人权发展道路。这主要表明我国人民民主具有的特点是( )。
A.B.C.D
2.【【】B解析:答:最广泛的民主主要指权利的广泛与主体的广泛,而题目中没有涉及到该知识点,排除答:B: “”尊重和保障人权”先后载入国家宪法、中国共产党党章及国家发展战略规划,成为中国共产党和中国政府治国理政的一条重要原则,中国在改革开放中尊重人权、保障人权、促进人权,成功走出了一条符合国情的人权发展道路,这表明了我国的人民民主是最真实的民主,B项目C:“最有效”不是我国人民民主具有的特点,排除C医生:最管用的民主表现在我国建立了一整套保障人民当家作主的制度体系,而题目中没有涉及到该知识点,故排除D本题选B
三。社会主义民主一个重要特征就是保障基层人民群众参与民主管理的权利。通过村民自治、社区居民自治、职工代表大会等基层民主,人民依法直接行使包括民主选举、民主决策、民主管理、民主监督和民主协商等各项民主权利,从而使社会主义民主政治切实体现人民意志、保障人民权益、激发人民创造活力。材料体现了( )。
①基层群众自治要在党的领导下进行
②构建基层社会治理新格局
③基层群众自治要与经济社会发展相适应
④社会主义民主是最广泛、最真实、最管用的民主
A.①②B.②③C.②D.③④
3.【【】C解析:②④:社会主义民主一个重要特征就是保障基层人民群众参与民主管理的权利。通过村民自治、社区居民自治、职工代表大会等基层民主,人民依法直接行使包括民主选举、民主决策、民主管理、民主监督和民主协商等各项民主权利,从而使社会主义民主政治切实体现人民意志、保障人民权益、激发人民创造活力。这体现了社会主义民主是最广泛、最真实、最管用的民主,构建基层社会治理新格局,②④符合题意。①:基层群众自治要在党的领导下进行,①说法正确但没有体现,排除。③:材料没有体现基层群众自治要与经济社会发展相适应,③不合题意。故本题选C
(责任编辑:张建平)