2015年国家公务员考试判断推理精选综合练习(1)
1. 盖亚假说认为地球生命体与非生命体形成了一个可相互作用的复杂系统。该假说又分为强盖亚假说和弱盖亚假说。其中弱盖亚假说认为地球上的各种生物有效地调节着大气的温度和化学构成。在生物体影响生物环境的同时,环境又反过来影响生物进化的过程。强盖亚假说更进一步认为地球是一个巨大的有机本,具有自我调节的能力。为了这个有机体的健康,甚至可以自行清除那些有害的因素。根据上述定义,下列选项中属于弱盖亚假说的是:()
A.地球利用太阳能是一种星球尺度上的新陈代谢作用
B.环保的重要性在于地球是唯一适合人类居住的星球
C.大气层出现臭氧层空洞是因为人类过度活动造成的
D.沙漠中引种耐热植物后,促进了当地旅游业的发展
2.虚假宣传行为是指经营者利用各种广告或者其他的方式,对商品的质量、性能:用途、特点、价格、使用方法等作引人误解的虚假表示,诱发消费者产生误购的行为。
以下列情形中,与定义描述不符的行为有()。
A.某超市把标有“六折优惠”的指示牌放在应原价销售货物的位置上,致使消费者经常将原价销售的物品误以为是六折优惠产品
B.某厂家在不符合卫生标准的蔬菜上标有“放心蔬菜”字样,消费者抢着购买
C.某开发商用巨幅广告宣传其新峻工的楼盘是高质量、低价格,便很多人郡误以为真,争相购买
D.邢某在某领导职位竞争上岗的演说中表明自己将大公无私、公正廉明,但其入职后却经常假公济私
3. 请从所给的四个选项中,选择最适合的一个填入问号处,使之呈现一定的规律性。
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
A.(备选图片中的第一个)
B.(备选图片中的第二个)
C.(备选图片中的第三个)
D.(备选图片中的第四个)
4. 请根据左边图形的特征,从选项中选出一个与其特征最为相应的图形。
http://www.zzxingce.com/xingce/tiku/remen/20140913/data:image/png;base64,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
A.(备选图片中的第一个)
B.(备选图片中的第二个)
C.(备选图片中的第三个)
D.(备选图片中的第四个)
5. 请从所给的四个选项中,选择最适合的一个填入问号处,使之呈现一定的规律性。
http://www.zzxingce.com/xingce/tiku/remen/20140913/data:image/png;base64,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
答案及详细解析
1.解析:本题考查科普知识单定义判断。弱盖亚假说包含两个方面的要件,一是生物活动对大气的影响,二是环境反过来对生物的作用。只有C项的臭氧层空洞涵盖了此两方面要件。故答案为C。
2.解析:此题关键处在于虚假宣传的对象是商品,目的是诱发消费者购买。ABC三个选项既有误导行为又达到了销售目的。D项中,入职竞岗演讲不是商品且群众没有直接的经济损失。故答案为D。
3.解析:前两个图形叠加得到第三个图形。故答案为C。
4.解析:第一图与第二图比较可发现,箭头方向发生变化、左边的小线段从最下面减少一条,对比第二图与第三图,箭头方向又发生变化、右边的小线段从最上面减少一条。故答案为D。
5.解析:除了竖线,各图的小元素都是在左下或右上位置,且每一图形的小元素都不一样,黑白间隔。故答案为D。
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