2015年国家公务员考试精简训练卷(4)
题量:60答题时间:60分总分:100每题所设选项中只有一个正确答案,多选、错选或不选均不得分。
1、 “水能载舟,亦能覆舟”一语出自( )。
A.孔子
B.宋太祖
C.唐太宗
D.乾隆
2、中国的英文名称“CHINA”的小写就是“瓷器”的意思,“CHINA”的英文发音源自景德镇的历史名称“昌南”,并以此突出景德镇瓷器在世界上的影响和地位。以下不属于景德镇四大传统名瓷的是( )。
A.青花
B.白瓷
C.玲珑
D.粉彩
3、2010年4月15日,国务院总理、国家科技教育领导小组组长温家宝主持召开国家科技教育领导小组会议,审议并原则通过了《_________》。
A.国家中长期教育改革和发展计划纲要
B.国家中长期教育改革规划纲要
C.国家中长期教育发展规划纲要
D.国家中长期教育改革和发展规划纲要
4、 具有多媒体功能的微型计算机系统中,常用的CD-ROM是:( )。
A.只读型光盘
B.半导体只读存储器
C.只读型硬盘
D.只读型大容量软盘
5、下列各项中诉讼时效期间为2年的是()。
A.专利权被侵犯的
B.出售质量不合格的商品未声明的
C.寄存财物被丢失或者损毁的
D.身体受到伤害要求赔偿的
6、 下列文学常识的表述不正确的一项是( )。
A.律诗每首八句,每两句组成一联,共分四联,分别称为首联、颔联、颈联、尾联,每联的上句叫出句,下句叫对句
B.绝句每首四句,等于律诗的一半,所以也称“截句”、“断句”,唐朝诗人王昌龄,擅长七绝,有“七绝圣手”的美称
C.词是唐兴起的一种合乐可歌、句式长短不齐的诗体,有曲子、乐府、诗余、长短句等别称
D.散曲是曲的一种体式,在戏剧作品中,供状物叙事之用,是戏剧作品的有机组成部分。著名的散曲作家有关汉卿、马致远、张养浩等
7、 以下对股份有限公司的弱点的说法中,不适当的一项是:( )。
A.所有权与经营权统一,委托代理关系简单
B.公司开设和歇业的法定程序复杂,有碍于公司资产重组与破产
C.公司经营财务状况向社会公开,难以保守商业秘密
D.股东为谋取个人利益而买卖股票,缺乏对企业长远的关心,股价的波动不能构成经营者决策的基本依据
8、平等、团结、互助、和谐的社会主义民族关系,是中国共产党领导全国各族人民不懈奋斗的伟大成果。下列关于我国民族关系发展说法有误的一项是()。
A.新中国的成立,彻底废除了历史上的民族压迫和民族剥削制度
B.十一届三中全会开启了改革开放历史新时期,我国社会主义民族关系发展进入新阶段
C.“十七大”明确提出,各民族“共同团结奋斗,共同繁荣发展”是我国民族工作的主题
D.我国民族关系的不断发展与进步离不开党的领导和国家政策
9、 在当今这个发展迅速的社会,能源问题已是目前最关键的问题。下列关于家庭节能,正确的做法是()。
A.冰箱内存放食物的量以占容积的60%为宜
B.使用微波炉加热食物时,以不超过0.5千克为宜,尽可能使用“高火”
C.将空调的节能模式“冷气”、“除湿”两种功能同时使用
D.短时间不用电脑时,应将电脑关闭
10、 某市国有资产管理部门决定将甲、乙两个国有独资公司撤销,合并成立甲股份有限公司,合并后的甲股份有限公司仍使用原甲公司的字号,该合并事项已经有关部门批准现欲办理商业登记。甲股份有限公司的商业登记属于下列哪一类型的登记?
A.兼并登记
B.设立登记
C.变更登记
D.注销登记 片段阅读
每题所设选项中只有一个正确答案,多选、错选或不选均不得分。
11、不同年龄的宝宝,其认知能力及兴趣焦点都有很大差异,因此,在软件的选择方面,爸妈应考虑自己宝宝的接受能力及个人兴趣。选择软件或网站时,要注意其内容的科学性、系统性、教育性、趣味性以及易操作性等。趣味性很重要,很多幼儿教育软件或许具有很好的出发点和丰富的内容,但却不够有趣,不一定吸引宝宝,其效果也不会很好。这段文字主要谈论的()。
A.不同年龄宝宝之间的认知差异
B.选择适合宝宝的软件
C.幼儿教育软件的选择问题
D.为宝宝选择的教育软件一定要生动有趣
12、扫描电子显微镜在物证检验中有着广泛的用途。它对工具痕迹、弹头、弹壳上痕迹的检验非常有用,对毛发、射击残留物和其他细微物证也极为有用。扫描电子显微镜不仅能以极高的倍数提供物证的形态和表面结构特点的放大图像,而且由于有很好的景深,还能提供清晰的三维图像。这些优点都是一般光学显微镜所不及的。此外,扫描电子显微镜与X射线分析仪联网还能对验材进行定性分析。这段话中主要支持了这样一个论点,即()。
A.扫描电子显微镜在物证检验中有广泛的用途
B.扫描电子显微镜的优点其他光学显微镜不具备
C.扫描电子显微镜有适于物证检验的优点
D.扫描电子显微镜是物证检验中运用最广泛的一种仪器
13.七、八世纪时的中国,即盛唐时代,阶级矛盾比较缓和,人民生活安定,经济繁荣,文化和技术各方面都有很大成就,因此周围国家都派遣使节、留学生到中国来学习。日本当时处于奴隶社会,封建制的萌芽已逐渐增长。7世纪以后随着和中国交往的增加,他们直接向中国派遣使团和留学生,学习中国的经验。743年,日本学问僧荣睿、普照到扬州请鉴真东渡弘法。荣睿、普照是733年由日本派遣,来中国邀高僧去日本传法授戒的。他们经过10年的访察,才找到了鉴真。鉴真当时已55岁,为了弘扬佛法,传播唐代文化,欣然接受了荣睿、普照的邀请,决定东渡日本。这段话的主要意思是()。
A.盛唐时代,中国佛学取得了很大成就,涌现出以鉴真为代表的佛学家
B.日本派出遣唐使积极促进文化交流,并邀请高僧访日
C.鉴真不顾年迈毅然东渡讲学,传承佛学
D.鉴真在促进中国佛学的传播方面功不可没
14、其实,我们每个人的生命最初都是一片光秃秃的土地。只是后来,在我们经历了许多物事之后,我们的种种体验就像一张柔韧而尖锐的犁铧一样,将我们的生命一点一点地开垦出来。被开垦的土地从此便不再是一片不毛之地,我们所有的体验都会在不同的时间里,将根须扎进我们生命的深处疯狂地生长,这些生长的植物中有清丽高贵也有瑕疵世俗。根据这段文字,理解不正确的是()。
A.体验依附并丰富着生命
B.人生应该努力获取多种体验
C.人生经历种种滋味是不以个人意志为转移的
D.生命底色纯洁无瑕
15、早在1990年第一辆电动汽车就已经上路。尽管近些年一些知名汽车厂商先后推出了各自的纯电动概念车,但这并未拉近电动汽车与现实生活之间的距离。究其原因,电动汽车的研发并非只是将传统发动机更换为电动机这般简单,而是一个庞大的研究课题,仅车用电池就存在电池容量,存储能力、稳定性等诸多问题。此外,用电动机代替传统发动机后,车身设计、传统系统、电器系统都会产生颠覆性的变化。解决这一系列问题,需要汽车厂家具备雄厚的研发能力。这段文字意在说明()。
A.电动汽车研发的瓶颈是蓄电池的问题
B.电动汽车广泛应用于实际生活尚需时日
C.电动汽车已成为汽车工业研究发展的新方向
D.电动汽车的研发进程取决于厂家的研发实力
16、詹姆斯·乔伊斯的《尤利西斯》手稿在拍卖会上露面时,考虑到手稿并不完整,只是其中一个章节,拍卖行保守给出60万至90万美元的估价,最终成交价却高达150万美元。《尤利西斯》是爱尔兰的文学国宝,第一次公开出版却在巴黎,手稿也一直留在国外,几十年来爱尔兰人都以此为憾事。得到手稿拍卖的消息,爱尔兰国家图书馆便决定不惜代价把手稿买回都柏林,最终的高价,文学价值和民族感情各占一半。这段文字主要说明()。
A.爱尔兰人具有强烈的民族感情
B.文学手稿的价值有时难以估量
C.《尤利西斯》手稿为什么拍出高价
D.《尤利西斯》手稿深受爱尔兰人喜爱
17、印象管理是心理学家库利、戈夫曼等人提出的,他们认为一个个体总是希望获得别人和社会的赞同,并想控制社会交往的结果,所以,我们每个人都非常注意自己在他人面前和社交场合中的形象。这种形象包括语言、仪态、穿着、动作等。印象管理是一个社会的基本事实,每个人有意无意的都在进行印象管理。这段文字的作者可能不赞同以下哪个观点()。
A.形象应作为一个人最为重要的基本素质
B.世界上成功的巨人们无不在乎自己的形象
C.无论我们认为从外表衡量人是多么的肤浅和愚蠢,但社会上的人每时每刻都在根据你的服饰、发型、手势、声调、语言等自我表达方式判断着你
D.关于形象的印象无时无刻不在影响着人的工作升迁、商业交易、人际关系甚至是自尊和自信,并最终影响内心的幸福感
18、①我们的生命都只有一次,生命中的青春也只有一回,我们生命中最辉煌的时刻也只有那么一段。
②一时间你会觉得有许多俗众熙熙攘攘,无情地在你跟前践着落花去追名逐利,于是你惆怅,你喟叹……
③冬去春来,朋友打来电话,兴奋地报告,他那窗外的晴空中,出现了多年不见的南来雁群,一会儿呈一字,一会儿呈人字,跃然翩飞,引出他心中酽酽的诗意,多年不曾写诗的他,一时竟挥就了五首新作!
④这都很像北国的春天,会飘然而至,绣出万紫千红,却又会匆匆而去,甚至伴随着阵阵沙风,在你不经意时,已经落红满地。
⑤但是,我鼓励自己,也劝告别人,像我那朋友一样,诗意地看待生命,看待青春,看待成败得失,看待生关死劫;需知,有一种春天是永存的,那便是从心灵滋生出来的,大雁跋涉般的豪情……
⑥放下电话,我也久久不能平静。
⑦现代人里,谁还会像林黛玉那样哀伤地葬花?
将上面7句话重新排列连成一段话,最连贯的一项是()。
A.③⑤⑥④②①⑦
B.③⑥④②⑤①⑦
C.③⑥①④⑦②⑤
D.③⑥④⑦①②⑤ 选词填空
每题所设选项中只有一个正确答案,多选、错选或不选均不得分。
19、近半个世纪来,舞台剧要在影视的____下求生存,必须寻找舞台剧____的优势,找来找去找到两个办法:小的办法是寻求与观众的当场交流,大的办法是寻找著名的环境作为演出场地。
填入横线部分最恰当的一项是()。
A.排挤独一无二
B.压制绝无仅有
C.冲击无法取代
D.压迫前所未有
20、无论当下的生活多么衣食无忧,中国人还是爱假想将来可能遇到的____,即使这些真正发生的机率接近干零,这只能从中国人____的传统心理方面进行解释。
依次填入横线上最恰当的一项是()。
A.困难任劳任怨
B.困难克勤克俭
C.变故未雨绸缪
D.麻烦居安思危
21、依次填入下列括号内的词语,恰当的一组是()。
①第一次庭审时,原告律师向法庭所作的_____,揭露了三年来原告在这起家庭暴力案件中遭受虐待的真相。
②几项调控房价措施相继出台,说明政府_____房价增长过快的态度相当坚定。
③两会期间,许多代表明确提出,对乱收费的现象,人民群众早已深恶痛绝,政府必须采取强有力的措施_____这种现象。
A.申诉控制制止
B.申述抑制禁止
C.申诉控制禁止
D.申述抑制制止
22、纵观历史,贸易保护主义在美国的政治、经济生活中_______。静观其变,究其根源,美国的贸易保护主义是其体制内、深层次的结构性矛盾的综合,也是全球化进程中美国“国家社会”与世界社会的磨合所产生的________。
填人横线部分最恰当的一项是()。
A.积重难返后果
B.坚不可摧后果
C.根深蒂固龃龉
D.牢不可破龃龉
23、茶艺与茶道精神是中国茶文化的核心。“艺”是指制茶、烹茶、品茶等艺茶之术,“道”是指艺茶过程中所___的精神。有道而无艺,那是___的理论;有艺而无道,艺则无精、无神。依次填入划横线部分最恰当的一项是()。
A.传达虚浮
B.包涵虚无
C.贯穿空洞
D.体现枯燥
24、中国作为一个主权国,作为一个拥有漫长陆地和海洋边界线的国家,保持一定水平的国防力量,完全是为了维护主权、领土完整和国家统一,()。
填入括号中的词语最恰当的一项是()。
A.无可厚非
B.无可非议
C.无可奈何
D.无可争辩
25.将下列词语填入括号中,最恰当的一项是()。
态度不一定反映出()来,一个诚实的朋友到了不得已的时候,也会撒个谎什么的。态度出于必要,出于处世的或社交的必要,常人是免不了这种必要的。这是“世故人情”的一个项目。有时可以原谅,有时甚至可以()。
A.品德允许
B.品性容许
C.品味赞许
D.品行赞同
26、依次填入下列各句横线处的词语,恰当的一组是()。
(1)要把那些()党纪国法,敢于顶风作案的领导干部交司法部门处理,尤其不能以纪律处分代替法律()。
(2)县工商局接到上级通知:必须尽快()无证商贩。
A.违反制裁取消
B.违犯惩罚取消
C.违犯制裁取缔
D.违反惩罚取缔 图形推理
每题所设选项中只有一个正确答案,多选、错选或不选均不得分。
27、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/moni/20140517/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)
28、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/moni/20140517/data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAdYAAABlCAIAAAB/UVViAAAgAElEQVR4nO2daXBc13XnH/aFACHsJEE2CIAECZBAY+2ApCRbUmw5jjHWKFEllASCAKWQ2izZiSVbogiLSSoJAIKLJCtaQwOm+J1VU/NJkWUz0Ux5xsZXVk3NDCPbIi0BvffrftvNhz9xfNndD+wHNNAN4PyLpWp2327cd9Tvx4Nzz6IIFovFYmVISqY3wGKxWBtXjGAWi8XKmBjBLBaLlTExglksFitjYgSzWCxWxsQIZrFYrIyJEcxisVgZEyOYxWKxMiZGMIvFYmVM8Qg+cvLiwNA4/+E/9OeBFz48MHwm49vIkj9sDbaM3Z8jJy+mAcEDQ+NLhPk60jv//VpI1TO9i2zRyNTVG95IpneRLWJrJErXdVVVv/vW1c9uejVNy/R2MqalwZMRnER8m8lia8hia8QpEomoqmqa5muXfv2FL6JpWigUMk0z0/vKgBjBaRPfZrLYGrI2sjUsyzJNMxKJhEKhUCikqmo4HCa39/Sl2blAFI9DoZBlWZnbaWbECE6bNvJtlii2hqwNaA3LsqLRaDgchsNLbLUsyzAMPNY07Qfv/vvN+RD+ahiGqqqZ2W7mxAhOmzbgbbaI2BqyNqA1YrFYLBZbZIGmaV6v98mpj//vb35PIYhgMLgqu8siMYLTpg14my0itoasdWwNy7I0TQuHw+FwOBqNkrdrmmY0GsUCIUQsFgsEAsFgkGirqmokEhmZuvrbLwPk/IbD4Y0WEWYEp03r+DZbgtgastarNSKRSCQS0XUdnDVNU47zhkJ/iDB4vd5wOKyqKvm5mqapqgrLhMNhPHlH33n9iRGcNq3X22xpYmvIWpfWiEQiSZPJIpEIPNlIJAI0G4YRCATwKhIhhBCWZQWDQUKwDPHVu4YsECM4bVqXt9mSxdaQtXatYRhGdEFyiMCyrEjk1hWZpqmqquy9AriGYdCT5PziA+nJ0amrN7yRWCyW6DtvEDGC06a1e5uthNgastaiNXRdR3jXWBAiCXgVzwshLMvy+/2BQMDv9xNbI5GIYRgypvEMPcYDVVWPTf38hjeCrDV6Utc3UIkTIzhtWou32cqJrSFrzVnDMIyk3mgsFgNnKdpgmqbf70cYgVxdXdexjKIKmqYRoOlJXdePn/sElpGf3FCpaRlG8MMvvJF6MfU9I5OpL/7qsamVLtOOk6PbzFFXDUcX7mhxWi58+dZY91pz1pD5S0dkMmd1XSdfVY7zkmuMJzVNI+dXPoij9z73+i0EE9MRI17pC8weZRjBA0PjSspy9FNWbrGdHN1mTreXDVZypDUHnRXV2rIGYrt4HIlEvF6vz+ejQIGu67FYTA4yBINBOkyjNwLB8jNU/CaHHf7m7X/73VxICKFpGgWON1SZHCPY8WI7MYJlrS3orLQybg05excAXWSxaZp0OBYIBPCYkhbQz0FIIV05k4ziCaqq4o20LBqNJi47efGXn/3ehx0iKVhVVb/fv3GygxnBjhfbiREsa2nQcRSYOvD436/Q4oGh8YdfeCPj1nBqELsY1NePn3vkez8+8sq/jJyaHhmbHj558ZHv/fjB47YBq68em3r0pXdHxqZHx2YefuGNQ8MTD7/whmmaOHPz+/0gKeVIyJlkciIa4Cs/k7jstZ/++vrnc3gyGo3iZE8uaF73YgQ7XmwnRrCspUHH6ZWu0GKnZlwhayzBIImfIJ+DyTr84jvl5eVJPyc3N7elpcXj8fT397vd7pKSEnwyCt7QZwd/Ja82aTgYIV058kvLAOhIJPLdH39y/cY87cqyrI0DX4gR7HixnRjBshjBy7dG6gYpLS2tqqr6xolzcUEG/HZPj+VQwOjYjMvlsvvAhoaG/v7+vr6+3t7eqqoqWEPX9VAopOs64rbyh0ejUU3TTNOkczx4zeL2DOJQKESnc6iUe2LqE8SCN6wYwY4X24kRLIsRvHxrxBkkJycncZ8lJSUul6uzs7Onp2f45EVd1yORCLm9cR4owgh4dWRsurOzs6ioKOnlV1RUdHd39/X1eTye7du3wxqUCywW0huIrWKh4Jj+AYhE/lB2HAwGQ6GQz+dLDPJmPEqecTGCHS+2EyNYFiN4+dZIapC8vDx6XFRUtGfPHkQM+vr6jp6axrsoezcWi8kFFHgV9Dx6arq3t7eioiLp5RcVFe3bt8/j8Xg8nr179x4anhBS5x0h1b8lrSfWNM3n8xGvkQIRi8USD9kYwYxgx4vtxAiWxQhevjVgkPz8/MLCwqKiotra2sbGxpaWluLiYmxy27ZtgK/H4+nu7n785ffpjcjrQgIZngkEArFYDJFcy7KOnpr2eDzbtm2zs8DOnTs9Hk9fX19PT8+Dx8+K2+vWqBxDVVUMvEAYFzV1Xq83xfIKRjAj2PFiOzGCZTGChRCmaaJObHRJ1rAs68HjZ/fs2bNv3749e/b09PSAidXV1YrkqPb393d0dGzduvWBJybkGjO0jiQUapqmaRoFCkbGpj0eT2trq+xWy6qrq+vt7QXfh17+QG6BZhgG+dRCiFgshhCHz+fz+XyUx5aKMoXgmzdvXrlyZXJykq53cHBwcnLy008/9fl8q7kTRrDjxXZiBMtiBGNgBFD45NmfO7UGjrOOvvoTQBbwBRB37NihKEp5eXlnZyde2rVrV1FR0cDQOGXv6rqeGK6VP/zRH7zb1tbW0NCQn5+PSy4rK6upqXG5XEB8YWEhohx9fX0jY9Py2/1+f6KTaxiGrutwh1O/zNVHsM/nk8mbVJcvX161/TCCHS+2EyNYFiNYTkV46vwni1gjKbPw9qOnpikzATREcLagoKCwsJDCta2trfn5+QND43L2LuK2coczHNb5/X6v1/utZ87u2rWrvb39rrvuUhSlqKiora2NPh9cLi0t3bNnT29v7+jYjFio7/D5fFQOt3ytMoJnZ2cHBwcVRZmcnLx27Zrs8F6/fv3KlSt4VVGUwcHBmzdvrsKWGMGOF9uJESyLEUxHYUKI59+IRzBGqGGoZTgcDoVCcrNHqusdGZt2u90ul2vr1q379++HR9zd3V1WVqYoCmXvdnV1bdq0KWn2rtwcEnMrUCZ35JUP4EFv2bJFUZT8/PzW1lbgvru7m1KGCwoKamtrB5855/V6qVI5jaVrq4ng2dlZRVEGBwevX79ut8bn8508eRLXPjg4uApBCUaw48V2YgTLYgRbloWBwYFA4PjZf4U1aKglGj/KviSSuvAYv9QLIUbHppuamkpKSnJzc+vr64HI/v7+uro6RVHq6+v7FlRdXY09o8kZUnfjSoRpVnwoFDr66k/wRnyUoigNDQ0Aek9PD2IRSIPLycm5e3gC/SrTXje8agi+efPm4OBgKr6tz+cjX3hycnKlN8YIdrzYToxgWYxgIYSmaXA8nz738efzt/oqLNIMl/o0UuHZ6NhMY2MjUFhWVuZ2u+G6NjU1KYpSUVHR1dWF6IHL5cKeE6vR5JFuyJEwDGPk1DSK38jh3bx5c2tra0tLy9atW0tKStJujaRaNQQj/vvpp5+msvjy5ct07deuXVvRjWUYwX/06N8NpFwC7zl8OvXFA0P/lPpipD0uU46+TAePOOhX4OhaDjj55LRc+PKtQVo3CKYzsXA4rOv6j2Z+9dlNr5AGSchDLeXGYFRRhjKz0bGZvXv3FhYWKoqSl5e3e/duOKr79+8vKirKy8tra2tDOLi9vf3uoxPi9mo0aleW2Px3ZGy6t7d3x44d+HCooKCguLi4oKAgrgxkrSP42rVriqKcOHEixfXXr1+na1/po7k15gWv0C2UES84G64l226ttY5g6kYW1x7h9Iez/++3X2AN0VDXda/Xi1YJcqUv3kLHcXJk1uVy0ekcqiqam5vpma//1ZS4vW8ZZe8i6EzZu4ZhHH7xHZfLVVpamrToLi3WSEWrg2B4tVeuXEn9LXTtqYN7aWIEL2v/shjBsjYIgoEzekwkJWcWz5y+NPvb3/vAVgoBU96YkFpBkseKamBkRFC49q677urp6UE4uKGhQVGU6upqyt498sq/oAgNn2mapnyapGmaf0Fer/f+Y+PFxcWp8Dd1ayxBq4PgEydOKIry0Ucfpf4W+fJXbmOCEbzM/ctiBMta2q11cHhiheIznsN/6+STxw88/o+Lb5UcXlVVEcBF/xpxezUwEPzapdnf+8JgaywWo1itPEhCbtErFhIbjp58f3Rs5tvPXUB86avHph77wXtHT02Pjs382QtvHjwycWh44r8+//ro2MzRU9NHX3lvdGxmZGwafSb//LtvfmUkMfQ0fmh4/OCR8QOP/0MarbFkrQ6CcR85yjOTb8AV3RsjeFn7l8UIlrVkL9jR4hX68iS1OY7IaAwleoPhJUQPCKOGYRBb4cy+dml2LhDFk3LFGkWB49qJ4clQKDQ6NtPf39/Z2bl582ZloXsOTuTcbndpaamiKMXFxbt37+7r6xsdm6GUht27d1dWVtpVvjk1SLZ9T5xKvpbZ2VlHbxkcHFzRvTGCl7V/WYxgWesDwWh6gDQyJDPIk80CgQAdo4VCIerESHMlxEJa7ulLs3OBqMxWvJp03gR1+FVVdeTUNIIM7e3tO3fuRC0GAhF9fX1VVVXYbWFhYW1t7X959nxTU5PL5aqrqysvL1+Ev04Nkm3fE6dCIAJKBak4voNWOi+NEbys/ctiBMtaQwhOjIfm5OR8/cQ5FE3IAyghzNcRQpimSTgGmvF8NBqVy4LD4fDpD2fnAlFynCkcTJkP4vax8PhYwzAefend/v5+uL0QHuO/csPfnJycQ8MTRUVFhYWF+fn5dwzybigEy0lmSgqBBXl9inlsSxYjeFn7l8UIlpXlCI4jVE5OTmFhYVVVFdIMiouL//L7/xz348jhRZ4ZHiM0gceGYVD6gVzqRggmtlLUWEjhYLmMjSqA//jJya6uLjCX4g/UGqKtra2goMDuGh0Z5I6LHfxfdKJVywsGVQcHB+94KCe7wCsdhRCM4GXuXxYjWFaWIxjKy8srLy+vr6/H7/g9PT0tLS2KouTm5j7yvbfEQiAiEokEAgG5T6NcJCYTGQoGg7LjHIvFTk3/r7lAVEjAJXBTcFlIsQh6cmBovKKiYteuXR0dHfv27du9e3d9fX1zczNNFdq0adPi1+jIIIssdvB/0YmyrVnl9evXqTROWfm6DMEIXub+ZTGCZWUzgouLi2tra10uV1tbm9vtRrAVMVaMSlMU5cHjZ4PBoM/n83q9wWCQEmzj+jRCgUAgDsoygk3TfOWD/wkE00tysJjIm/jkgyfO79271+129/T0NDQ0lJSUFBYWygiWy9iy5G5ypKxC8EcffUSXfOLECW7Ts3pfGkZw2pW1CM7JyWlqasKJFv2Cj9MttCdH7sGBoXFMWkMtgzybPbH9I00LJskFb0KI7711FQimoza5iQ+5xmipjmZmyJr4+vFzSAT2eDydnZ3btm1rbGzs7e2lHpVybVuW3E2OlCUIvnnzptzB0lERxzLFCF7W/mUxgmVlLYIVRWlsbCT49vT07N+/n6Kr+/btw6/28k6ob5kQIhgMJjZ5oDwz0zThDsuJE0KI5974xZf+W59AI38o8ivzGpV11GHywJHxHTt2UBaE/M9GZ2dndXW1HNTOkrvJkbIBwejggyudnJzklu0Z+NIwgtOuTCE4Pz+/rKysrq4O7RyTfnkqKys7Ojr27t27c+fOurq62trarq4uan+DAy55J1RMYVmWz+dLbJVLx2vo+YAnDcMgcD/1+r99PnfreYo2II8NQy3t2u8ODI3n5+fD85UP5TAmQ3aBl3CDrNA30JEyjmDqizY4OLjSyQ9JxQhe1v5lMYJlZQTBBQUFLS0tGP3b2Ni4yJentLS0rKysqKgoNze3traW2izU1dXBr5R3QlGIWCyW2O9GCKGqKtVr+Hw+SoegMZpPnLv62c15sdA7DYtx0Jd0qGXcNebn59fU1LS2tuJQrrm5uaamJnH4cZbcTY6UcQRTpsTqRH4TxQhe1v5lMYJlrQKCDw1PVFZWNjQ0NDY2ok5s06ZN8iwfGsmz+Jdn165ddLpFvjPtJK5uTc42I0UiEZplCUwTVVGvMTJ19T9uzGO0GrWDSNEgtM/CwsKysrKysrKSkhL50lK5xuUvTv3/iyNlHMGo2kixZG4llGEEO+oJ4LDMP7ubVTq5cEf9Jw84ufCDR7Lr1rrjF0mG17eevdDd3Y1kBkwCLikpoVk+KSK4uLi4o6OD3kKuJe2EGp8LqfEYuu7SZojRSFBDIDgajWKGEBB8wxtxOldNZE3fonWMYFxgBjeQeS/Y0eIV+tJkxAtO/ZOzxEqOlHYEoy1OJBKhY66Hnn+Tzqk6OzvhG+7duzdFBCPgUFNTg5SDvr6+rVu30pwI2glVsmFsGvaAyAP1fEB0AnPbEGRAw7NIJIKhxcsZYu/o/+bKLV7C5lMRI5gR7HgbdmIEy1o+gk3TpGYLpmnKHXXhlj70/JuUUubxeBoaGnJzczH0N3UvmPINurq6UBonW0ZOR6NhQiSqYQsGg4FAABnESf1cRrCdGMGMYMfbsBMjWNYSEfzo3yNC8uDxqcMvvTP86sWhlz+4b3RyYGj8m0+fGx2bRp/Gbz59bmBo/E+fmjz66k9GxqZHTk2Pjs089sP37h2ZeOj5N0bHZtCq8ZAU7Uk6cuXuo5N/8f23sf6Rv37r7uHxgaHxg8MT9z9x9p7hfxBStlkcWDFhiErm0ESNCpTTZQ3heKzMSkXqDmbZdJU0ihGcFXBhBKddjqyB/K1wOPyNE2exse3bt3s8nt7e3t7eXvQDKykpQdAW52ZFRUXfeOq8XGGBiDDl/La3t9+xbGHz5s1IR+vv73e5XBUVFQ0NDa2trW63+6HvvI69UQoEOIs0Mq/XGwgEVFVNcZxldnrBjraxhM2nIkYwI9jxNuzECJZ1R2uQw4hiXPz1sR++h9yG7du3Iz5LCFYUhUYIg7YPPHGGChaA4P379yO9Ad0d74jgrVu3ygUaVHXW39//2A/fg4eLTpWYNOH3+5EU4fRgjRFsp4wjOONiBDvehp0YwbLsrIGoLmrAwDi5Tmx0bGb79u2KotTX1+OUTEZwQUEBnbZ1dnZ+48QUoAlnGTBtb2+nBrsygg8cGaeOPJWVlYqi5OXlodmCzHGot7f38EvvUAgC529IdUivNe4oRvC6FyPY8TbsxAiWRdawLEvTNFVVcYYm58xSqS7BbmRs2u12FxcXV1VVAcE9PT1AMHIVMCoNoPz2cxfQyLGrqwto7u/v7+7uRiFZW1sbMszwxq8eO7Nv3z7QuampKTc3V1kId8DzRY+e9vb25ubmLVu23H9sYpFp80u2hlMxgte9GMGOt2EnRrAsWAMZsoAvjUSjLFrM+5FrH0ZOTSPIUF5eTrliNTU1tOH8/PzW1lZw89EfvAsEd3d3u1wuPMZbUMKLLmJA8L0jZzo7O/EqMtgURamqqurs7ET4oqGhoaampry8vLi4OD8//0BaM6YZwXZiBDOCHW/DToxgy7JisVg4HA6FQscv3CpGkEvL4P/KmVvoUEOBCCDY7XbX1dXRQVl9fb2858rKyp6env7+/uFXL+JBb29vdXW1y+UCmoHgxEaOTU1NCGK43W7kn+Xk5JSXl1dUVJSUlBQUFMA1XgnLMILtlFkE03SMy5cvZ2oPjGDH27DTukSwpmmRSGSRc39d1+lVuXn5c6//DF6w3AwXZQtyh1zEKP7gBY9NIyzQ3Nzc0dGRFMG5ubktLS0ejwe8xprq6uqSkhKMtqRiDZzs0ZVWVVWhNc+WLVvkBgtJZ/wwguO2sYTNp6IMIjhumlGmKMwIdrwNO60/BCNKK3uyJEQPQqFQNBqltC152asXf/mbL/zyk4RgIY1fE0IEAgEi8tArHwCpbrfb7XYnRbCiKJs3b+7u7h4Zm6aTNKyBI4wnacAwXamiKEVFRYgzpDJaLXWb31GMYDtlEMGJNsnINhjBjrdhp/WHYNM0ESKQW99CcidGTdPQvIa61QghTn84+/9/96UQQu6KSwiOG1tJn//IX7/ldruREQyXNimCFUVpbGwcHZuJQ3BpaWlHR0dPT09HR8fOnTuX3M7c6ffnjmIE24kRzAh2vA07rXUEA7hoFo4aBJRLiIRJPJDc8QsMlUsVTl+a/XwuIM8SjpuxRuPREKzARz38wpsIMsQVXCTuvLS09PEfvk9pZHV1dXi+vLy8pqYG4d242G7qZnH6/bmjGMF24kAEI9jxNuy0hhBMv4bfM3IG7W8QUjAMwzAMigyEQiGa+Es+L0me1qNpGqK6MoLnAtFgMCiHKajlmLh9rgSV9v7Zd39cWVlJ/i81f0h6FX/y1DmkozU3N5eXl9Pzubm5iXEGRvByLnBdIljwcZwQ4mvHzw+kXtX++D+mvviAg2L58a8dP7+0/cty9GVydOGOrmURKx04MvHAk1N3H50cGBq/79iZb3/n9aOvvC9jESLyot0iXFcaBiFLDumiMVgcgjFFgka7x/0sJKXJzxx+8Z3CwsKGhgY5vcwOwQeHJzZv3lxWVlZcXJyXl5dGPDkl1B3FCLYTJ6VlGMHrSdn/ZcKMhnA4HIvFKDMMmWShUMjr9cJjRUNI1OAGg0G4ukl7gMkNzNDLkXIeTk3/b5oZDC6Hw+FE3MeR/fCLbxcWFhYXF6Pz+uIIXjk8OSXUHcUItlP23zUrLUZw2pSdXybTNBMn9SItDEBE9wP0naGwQzAYxAkbRRJQoZv4+RTSxUfhM3Vdf/HtWzODDcMAghO9YCFELBbDDwLf/+L7/4xk3i1btuBUra2tjQqUl0mc1Bc7JdQdxQi2U3beNaspRnDalD1fJsuyMJcsHA6rqoph7EIITdOIkmIhVyEcDiNWYBiGz+cDZ4PBINxbeMSWZSVNTRO35zYQTw3DePbCv9LASvpxSaf+yOkWwy+/e+/I5MDQ+KHhiQeOTdx/bPwrI+OHhtMQmHK2eGj8vmNn0vG/4paW/N2479iZFbrG1Y/UJVX23DWZEiM4bVrlL5NlWXJkANhFDgM8XPlV+n3fNE3gNRQK+f1+sTD0lwK+4CyFgzVNkz3ipDshBxkcx0956vzPrn8+Jy9DukXi23VdRxzZ7/dTKIMuakm2yToxaOzElmEEp02r+WXCXByaVIYqibhZvEjdDQQCPp8vbu6vrutwfhHwRetbcftBHHUyo3CwHHOIU9znW5b1zIVPfvOFH8wFSe0QjJeQA2f3+WtdDBo7sWUYwWnTan6ZqAgCfCTyIrc3GAxSW3F4xHINcTgcBgqpS2QwGJRTIBB2CAaDcVzWNG0RhspBBsuynr3wsxveiJw7vAiC170YNHZiyzCC06bV/DIhUIvRanBp8Yu83FY8cY6OYRh0XBaJRKi2OBKJEHl9Ph/WyAdx5C9T/kOi5DCFZVnPXPgYbXpCoRD2SYHmDSgGjZ3YMozgtCktXybKH1hEqIMQQlCUFjkMiMkmfbtpmgi5ylXCVBms63ogEKCAL1XEya/CgY0LOMgC1vHYsqxnzn8Ma6iqSv8qrJvYrlMxaOzElmEEp03L/zLFYjFVVeE2LrIMHDQMw+v1ym0Z4oQDOkQeEMYFJQOBAFpE4jGITBVxiBFjM9TqV/aIF9kb4rkIgzw59fEGv7VkMWjsxJZhBKdNy/8yAYJy4S9kmiZlHdCZGP1qDwcTKxFMQF4E8nBlQKMuQyxkQQQCAVQVi4SKOGrsi52QR5y4N1nAOn7u6NQvNvitJYtBYye2DCM4bVralwmJXCAXeZqqqmLeD+X2Ig4LN1kIoes65TmYpomUBuoeGecXg6o+n8/n89GBGJxcOK1iIeArpCw0lMbhR2Ax/g1YJBaxfGusV7E17MSWYQSnTal/mYBdjOalKjVyMFENEVeNhhQFZPIKIfx+P9AspNoKebEMzcS8CCGEpmnUlAe+8/z8vFjI0oWLjRwGPMY/DGJhzkUarbERxNawE1uGEZw2pTK2HW4s/FkZiHHxBFoPOmuaNj8/Dw8X03wRIkBEwu/3U9KYPG6d6iyS1hbruo63E159Ph9ewj8G8lkf8E2RiqRFbk6tsaHE1rATW4YRnDYdP/+L380lrx+D4hrmAsG6rnu9XkQJwEScoVHrBiGEYRiU8kXdyyhwjGQGlJYFg0H0nKTmZOL2QUEkQjBIjaQF7ErO5EV9M8pA8O8BBUMWF99astgadmLLMILTIGS/vvqTX17/3ZeLpJRpmgaPEjkD8/PzKDJGEJZirOAvSsXkwzf5o6gbAzmnpmkm/mhkB4tktcUygrGSkh+8Xi+iz2Khnzq9C7tdPGED4ltLFlvDTmwZRnAahEyA0x/O3pgPJi0AsxYEXxXuMFWL4a9yVgMBF9QWCQyViWzXukEIgZ8ikrWaJATjJfKp4YxHIhEEKOCkg/jU0JJjwU7F1rATW4YRnB6pqvraT3/9ZUCVfUaUCyM/LK54DPijWC0yIkzThINJg4JisVhix3QCK0UbFqk6w36i0Wic6yp7wegOLIRAwIE2CRAjAE3lFXesHIH41pLF1rATW4YRnB4ZhvHqxV9iVA9OzJCxQKVoNPsHLie4SRlm6NKAQznKyRVSIRzlQgipNAMPiMhJhTXylCDaD0LGfr+fcB/XqExI/dicFrbxrSWLrWEntgwjOA1CHdrL7/+PuUAURWjyS1QfQfW+oKrcG4wAR34oxhJTMFdGMPWT9Hq9eGPSqUKQXSiD/Fm/34+fgoBDeizCt9btYmvYiS3DCF6iEDRANQQGAr12aRZzIsRCwwQURMzPz9NJF4gJzxSpadS0DKdwyDADdilRTM6IwF+Rc0ZZCkmnClFxBwUZ4lpZ4kMAfdQ6p9E+fGvJYmvYiS3DCHYsRACAXRlqP/rpr770q2IhqQDJXrquUwIZBW0BO/R+xEvoZUN9dsirxfpYLBbHR/jaNMkiLtSLzmRx/Rx8Pl9cGNeyLBqgKeeipUV8a8lia9iJLcMIdixK2BILFOIGmokAAALFSURBVMMEimfPf3RjPiiEQANJ+S3gLHLXxMIhGwWFUZwWd44nu71YlnQzlPkrL4hGo0Rb1INQ+caqiW8tWWwNO7FlGMGORVkK4XB4fn6eUgWemPrks5vzIln6QVxiAzrp4BPIDyXPF3zHGR2eAaBVVU3MRkAhhrg9HIzDNxqZgTS4VR5IwbeWLLaGndgyjGDHwkAgsQBQ8ohHpq5+dmNeSIm9cqsdqrCQw8FoKkbHa8gOpuJjyqDA5yPsEMdimeZxFc/4HLsOwistvrVksTXsxJZhBC9FlA0ml+qOTF397Rd+aidG7SLlNyLPQSwEEJBPhhAEMtIoX1juyEMHdFBimALndakUra2a+NaSxdawE1uGEbwUwZmVvV3TNJ+68PPrn8/RLGFajOwIykgjfIOYyEmQHVUczRGL0QICBRQ0Il5GsK7rCIZkxNu1E99astgadmLLMIKXIuqogF7miEj8aOZXlJQmFsYC0RhNtJr0er1U2Eb5v1T7gCy0ubk5alHm9XrpZA+xBflDsll8a8lia9iJLcMIXooSA7VCiNcu/frzuVv9IS3L8nq9cU0pqS4Ztb8UN6BSYCTqgr+WZaFLQ9yPxodk/xA2vrVksTXsxJZhBC9RlEOGtN9AIPDchY//z3/cIL91kXY2dIaGEzafz4exF0hxowBF0oKLtaLHxj+ZD6at1m6ti61hJ7ZMehD8tePnB4bGN9SfP37yzMip6dGxmW8/d/7+0fF7j47/6cn/dmjk7D0jk4dfemdkbPrwS+/cOzI5MDR+4EiSt3/z6XN/+eLb33r67ANPTNxz9LY1941OPPSdCw88MXEw2RvXyp+DI+cyvofs+cPWYMvY/fna8fNpQPAGFGrkkK4AX5V+n6LGj4mN0kk0Cy6pn5vKKHsWi7VhxQgWQgjMf0sseaDitEW657BYLNaSxQhmsVisjOk/AdC+duyWVSq0AAAAAElFTkSuQmCC
A.
http://www.zzxingce.com/xingce/tiku/moni/20140517/data:image/png;base64,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
B.
http://www.zzxingce.com/xingce/tiku/moni/20140517/data:image/png;base64,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
C.
http://www.zzxingce.com/xingce/tiku/moni/20140517/data:image/png;base64,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
D.
http://www.zzxingce.com/xingce/tiku/moni/20140517/data:image/png;base64,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
29、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/moni/20140517/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)
30、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/moni/20140517/data:image/png;base64,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
A.
http://www.zzxingce.com/xingce/tiku/moni/20140517/data:image/png;base64,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
B.
http://www.zzxingce.com/xingce/tiku/moni/20140517/data:image/png;base64,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
C.
http://www.zzxingce.com/xingce/tiku/moni/20140517/data:image/png;base64,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
D.
http://www.zzxingce.com/xingce/tiku/moni/20140517/data:image/png;base64,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
定义判断
每题所设选项中只有一个正确答案,多选、错选或不选均不得分。
31、拐卖儿童罪:是指以出卖为目的的拐骗、绑架、收买、贩卖、接送、中转儿童的行为。下列行为构成拐卖儿童罪的是()。
A.张某收买被拐的五岁幼童王某,想给自己当儿子
B.张某将一五岁幼童王某骗离家庭欲勒索其父母
C.张某将一五岁幼童王某骗离家庭并欲将王某带至外地出卖,途中张某被抓获,王某得救
D.张某为了不让前夫看望孩子,让保姆将孩子带回老家藏匿。前夫向公安机关报案,很快将孩子找回
32、定金是指合同当事人为了确保合同的履行,依据法律规定,由当事人一方在合同订立时,或订立后、履行前,预先给付对方当事人的金钱。
根据上述定义,判断下列属于定金合同的是()。
A.甲、乙、丙约定:乙如到期未支付货款,由保证人丙负责向甲承担付款责任
B.甲为租住乙的房屋,而向乙预先交付100元
C.为了借用乙的拖拉机,甲乙约定:由甲为乙当帮工一天
D.甲乙约定:如合同履行期间,任何一方违约,另一方可要求对方赔付20000元人民币
33、心理饱和,就是人已经处于一种非常厌烦的,不想再继续某项任务的心理状态,是指心理的承受力到了不能再承受的程度。
根据定义,下列属于心理饱和的是()。
A.小军答应了同学要出去踢球,妈妈却临时让他陪生病的奶奶聊天,小军心不在焉,到点儿就跑了。
B.马经理最近经常加班,工作压力很大,老婆又对他抱怨不断,不感觉很烦躁,索性每天下了班先借酒浇愁一番再回家。
C.魏经理的部门有个让他特别头疼的员工,工作能力低下,但又不能把他怎么样,因为他是老板的亲戚,先是对他不管不问,后来发展到看见他就很烦躁,他只能当这个学生不存在。
D.有个商人想买一批某少数民族手工编织的草帽,问道:"买一顶多少钱?"对方回答:"10元。""如果我买100顶同样的草帽呢?""每顶20元。""为什么我买批发反而更贵?""做一顶我们感到很新鲜,做10顶我们要耐着性子,而要做100顶相同的草帽,我们将要怎样强忍着性子!"
34、 随意后注意是指向一个对象后期所出现的一种特殊形式,有预定目的而不需要一定意志努力的注意。与其对应的有不随意注意和随意注意,不随意注意是指事先没有目的、也不需要意志努力的注意;随意注意是指有预定目的、需要一定意志努力的注意。
下列属于随意后注意的是()。
A.上课时,忽然从教室外闯进来一个人,大家都不约而同地将视线转向他,即不自主地引起了对他的注意
B.上课的时候,由于要实现掌握文化知识的目的,自觉地、自动地集中注意力听老师所讲的内容
C.一群人中注意到一个非常有气质的女孩
D.学钢琴的孩子渐渐的随着水平的提高,体验到了音乐的美感和演奏的成就感,不需要付出努力就可以自然而然地维持对钢琴的注意 类比推理
每题所设选项中只有一个正确答案,多选、错选或不选均不得分。
35、诺言:履行
A.思想:交流
B.选择:武断
C.电影:制片
D.名单:邀请
36、伐木之于森林正如()之于()
A.雕刻刻刀
B.放牧草原
C.汽车公路
D.跑道赛场
37、《荡寇志》∶《红楼梦》
A.《枊毅传》∶《醒世恒言》
B.《封神演义》∶《二刻拍案惊奇》
C.《长恨歌》∶《天净沙·秋思》
D.《两都赋》∶《蒿里行》
38、直角:90°
A.人类:双足行走
B.高档家具:红木制造
C.商品:具有价值
D.燃烧:二氧化碳 逻辑判断
每题所设选项中只有一个正确答案,多选、错选或不选均不得分。
39、四个小偷(每人各偷了一种东西)接受盘问。甲说:每人只偷了一块表;乙说:我只偷了一颗钻石;丙说:我没偷表;丁说:有些人没偷表。经过警察的进一步调查,发现这次审问中只有一人说了实话。 下列判断,没有错误的是( )
A.所有人都偷了表
B.所有人都没偷表
C.有些人没偷表
D.乙偷了一颗钻石
40、只要不下大雪,飞机就按时起飞。以下哪项如果为真,说明上述断定不成立?()(1)没下大雪,但飞机没按时起飞。(2)下大雪,但飞机仍然按时起飞。(3)下大雪,飞机航班延期。
A.只有(1)
B.只有(2)
C.只有(3)
D.只有(2)和(3)
41、为适应城市规划调整及自身发展的需要,某商业银行计划对全市营业网点进行调整,拟减员3%,并撤销三个位于老城区的营业网点,这三个营业网点的人数正好占该商业银行总人数的3%。计划实施后,上述三个营业网点被撤销,整个商业银行实际减员1.5%。此过程中,该银行内部人员有所调整,但整个银行只有减员,没有增员。据此可知,下列陈述正确的有:Ⅰ、有的营业网点调入了新成员;Ⅱ、没有一个营业网点调入新成员的总数超出该银行原来总人数的1.5%;Ⅲ、被撤销营业网点中的留任人员不超过该银行原来总人数的1.5%。
A.只有Ⅰ
B.只有Ⅰ和Ⅱ
C.只有Ⅱ和Ⅲ
D.Ⅰ、Ⅱ和Ⅲ
42、帕金森氏病是一种严重危害大脑的疾病。那些在体内不能生成细胞色素P405的人和那些体内能生成这种细胞色素的人相比,在他们进入中老年后,患帕金森氏病的可能性要大三倍。因为细胞色素P405具有使大脑免受有毒化学物质侵害的功能,所以有害化学物质很可能是造成帕金森氏病的重要原因。以下哪项如果为真,最能加强上述论证?()
A.人类很快就能人工合成细胞色素P405,并把它用于治疗因体内不能生成这种细胞色素而导致的疾病
B.那些体内无法生成细胞色素P405的人往往同时无法生成其他多种对人体有用的物质
C.细胞色素P405除了能使大脑免受有毒物质侵害之外,对大脑没有其他影响
D.多巴胺是一种在大脑中自然生成的化学物质,当对帕金森氏病患者使用多巴胺进行治疗时,他们的症状大都明显缓解 数学运算
每题所设选项中只有一个正确答案,多选、错选或不选均不得分。
43、计算1/2+1/4+1/8+1/16+1/32+1/64的值()
A.1/2
B.33/64
C.63/64
D.65/64
44、四名棋手每两名棋手都要比赛一局,规则规定胜一局得2分,平一局得1分,负一局得0分。比赛结果,没有人全胜,并且各人的总分都不相同,那么至少有()局平局。
A.1
B.2
C.3
D.4
45、甲罐装有液化气15吨,乙罐装有液化气20吨,现往两罐再注入共40吨的液化气,使甲罐量为乙罐量的1.5倍,则应往乙罐注入的液化气量是:( )
A.10吨
B.12.5吨
C.15吨
D.17.5吨
46、甲容器中有浓度为4%的盐水250克,乙容器中有某种浓度的盐水若干克。现从乙中取出750克盐水,放入甲容器中混合成浓度为8%的盐水。问乙容器中的盐水浓度约是多少?()
A.9.78%
B.10.14%
C.9.33%
D.11.27%
47、小学一年级的学生选修篮球和足球,已知该年级共有80人,两门都选的有21人,只选篮球的有25人,只选足球的有32人,问该年级有多少人两门都未选?()
A.4
B.3
C.7
D.2
48、4只小鸟飞入4个不同的笼子里去,每只小鸟都有自己的一个笼子(不同的鸟,笼子也不同),每个笼子只能飞进一只鸟。若都不飞进自己的笼子里去,有()种不同的飞法。
A.16
B.15
C.12
D.9
49、在一个两位数之间插入一个数字,就变成一个三位数。例如:在72中间插入数字6,就变成了762。有些两位数中间插入数字后所得到的三位数是原来两位数的9倍,这样的两位数一共有多少个?()
A.4
B.3
C.8
D.10
50、一个容器内有若千克盐水,往容器内加入一些水,溶液的浓度变为3%,再加入同样多的水,溶液的浓度为2%,问第三次再加入同样多的水后,溶液的浓度是多少?()
A.1.8%
B.1.5%
C.1%
D.0.5% 资料分析
每题所设选项中只有一个正确答案,多选、错选或不选均不得分。
【资料题】
根据材料,回答以下5题:
http://www.zzxingce.com/xingce/tiku/moni/20140517/data:image/png;base64,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
51、与上年同期相比,2011年上半年稻谷价格上涨()个百分点?
A.15.22
B.15.65
C.18.42
D.19.35
52、 2011年上半年活猪价格约比2009年上半年上涨()?
A.12%
B.23%
C.36%
D.49%
53.与上年同期相比,2011年上半年价格涨幅最小的是()?
A.农业产品
B.林业产品
C.牧业产品
D.渔业产品
54、2010年上半年与2009年上半年相比,价格上涨幅度最大的是()?
A.农业产品
B.林业产品
C.牧业产品
D.渔业产品
55、以下说法错误的是()?
A.2011年上半年菜籽油价格比2009年上涨超过25个百分点。
B.2011年上半年棉花价格比2009年上半年上涨超过100%。
C.2011年上半年与2009年上半年相比,表中列出的所有农产品价格都在上涨
D.2009年上半年与2008年上半年相比,表中列出的所有农产品价格都在上涨。
【资料题】
根据材料,回答以下题目:
http://www.zzxingce.com/xingce/tiku/moni/20140517/data:image/png;base64,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
56、讲师占总教师比例相同的学校是()。
A.甲与乙
B.甲与丙
C.丙与丁
D.乙与丙
57、丙校助教人数比教授人数多?()
A.10%
B.35%
C.50%
D.75%
58、 副教授人数最多的学校是()。
A.甲校
B.乙校
C.丙校
D.丁校
59、 丙校教授和副教授人数与助教和讲师人数的比例关系为()。
A.1∶1
B.1∶2
C.1∶3
D.1∶4
60、丁校讲师人数比甲校讲师人数()。
A.多20%
B.少40%
C.多2.2倍
D.少3.2倍
1,C 2,B 3,D 4,A 5,A 6,D 7,A 8,C 9,B 10,B
11,B 12,A 13,C 14,C 15,D 16,C 17,B 18,C 19,C 20,C
21,D 22,C 23,C 24,B 25,B 26,C 27,C 28,A 29,A 30,A
31,C 32,B 33,D 34,D 35,A 36,B 37,B 38,C 39,A 40,A
41,A 42,C 43,C 44,A 45,A 46,C 47,D 48,D 49,A 50,B
51,C 52,B 53,B 54,A 55,D 56,B 57,C 58,D 59,A 60,C
页:
[1]