2017下半年教师资格证考试《小学综合素质》真题(文字版)
2017年下半年教师资格证国考笔试已经结束。文都教师考试网(jiaoshi.wendu.com)在考试结束后发布2017下半年教师资格证考试《小学综合素质》真题(文字版),方便参加本次考试的考生了解自己本次教资国考笔试的难点、盲点,对相应科目的成绩进行估分,并为即将参加2018年上半年教师资格笔试的考生们提供复习材料和做题思路。更多教师资格证资讯,敬请持续关注本网站!一、单项选择题(本大题共29小题,每小题2分,共58分)
1. 某小学几名学生以“我是文化市场的现状调查”为题开展研究性学习活动。当研究小组到报社采访时,门卫说他们是“小捣乱”,讲其拒之门外。作为指导教师应()。
A.分析原因,修改计划
B.职责门卫素质差
C.安慰学生,劝其放弃
D.埋怨学生能力差
2.张老师在用天平称一只粉笔时,没有拆下天平托盘下的胶垫,第一次称重为100克,第二次为80克。学生问到:“为什么会这样呢?”对此,张老师恰当的做法是()。
A.让学生自己寻找问题产生的原因
B.告诉学生不必在意
C.向学生解释这是天平本身的误差
D.不予理睬继续上课
3. 晓峰经常迟到、旷课,多门功课“挂红灯”。不过,他百米赛跑速度很快,连续两年获得校运会百米赛冠军。对此,教师的下列做法中不恰当的是()。
A.获得信任,寻找恰当教育时机
B.认真分析,了解问题形成的原因
C.因势利导,帮助晓峰树立学习的信心
D.扬长避短,告诉晓峰不要在意文化成绩
4.青年教师小王刚入职就加入冯老师主持的名师工作室,积极参与各种教研活动,很快适应了岗位工作。这表明王老师在专业发展上注重()。
A.同伴互助
B.自我反思
C.自我研修
D.脱产进修
5.《国家中长期教育改革与发展规划刚要(2010-2020年)》提出,均衡发展是义务教育的战略性任务,下列实施这一战略任务的措施,不正确的是()。
A.推进义务教育学校标准化建设
B.建立城乡二次结构义务教育发展机制
C.建立健全义务教育均衡发展保障机制
D.均衡配置教师、设备、图书、校舍等资源
6.钱某闯入某乡中心学校寻衅滋事,破坏了一间教室的门,依据《中国人民共和国教育法》的规定,对于钱某:
A.应由乡人民政府给予治安管理处罚
B.应由公安机关给予治安管理处罚
C应由该中心收给予教育行政处罚
D应由教育行政部门给予行政处罚
7.教师杨某对学校做出的处理决定不服,向当地教育行政部门提出申诉,被申述人应为()
A.校长
B.教育行政部门
C.学校
D.教职工代表大会
8.教师徐某经常上课迟到、早退,给学校教育教学工作造成了一定损失,学校可依法给予徐某()
A.民事制裁
B.行政处罚
C.行政处分
D.刑事处罚
9.某农村小学使用未经审定的教科书。依据《中华人民共和国义务教育法》的规定,责令其限期改正的机关是()
A.乡镇人民政府
B.县级人民政府教育行政部门
C.市级人民政府教育行政部门
D.省级人民政府教育行政部门
10.11岁的小学生琳琳因信件被妈妈陈某私自拆阅感到不悦,可妈妈说这样做是关心她。陈某的做法()。
A. 合法。父母拥有监护未成年子女的权利
B. 合法。父母就有教育未成年子女的责任
C. 不合法。父母不得擅自拆阅孩子的信件
D. 不合法。任何组织和个人不得拆阅未成年人的信件
11.小学生秦某欺凌同学,学校希望家长配合对秦某的法制教育。他的父母认为法制教育是学校的事,对此不予理会。该家长的做法()
A正确。学校是专门的教育机构
B正确。学校对未成年人的法律教育负有直接责任
C不正确。学校没有对学生进行法制教育的义务
D不正确。父母对未成年人的法制教育负有直接责任
12.某公立小学塑胶跑道不达标,导致一些学生身体不适。应该对事故承担赔偿责任的是()
A.教育行政部门 B.学校 C.教师 D.校长
13. 小华屡次抄袭作业,袁老师训斥到:“我教了几十年的书,就没见过像你这油盐不进、屡教不改的学生!”下列对袁老师的评价不正确的是()。
A. 缺乏教育艺术B. 缺乏教育耐心C. 缺乏教育智慧D. 缺乏教育目标
14.三(2)班班规有一条:不讲普通话唱歌一首。一天,班主任刘老师在讲课时无意中讲了一句方言,于是她在下课后给同学们唱了一首歌。下列对刘老师的评价,不正确的是()。
A. 维护教师威权B. 注重师生平等C. 严格自律D. 以身作则
15. 小茹说话有些口吃,常有同学取笑她。班主任付老师除教育学生要尊重小茹外,还指导小茹朗读,鼓励她坚持练习。后来,小茹还在朗诵比赛中获奖,人也渐渐开朗了。这表明付老师具有()。
A. 维护课堂秩序的能力B. 严格要求学生的意识
C. 尊重关爱学生的情怀D. 严以律己的从教意识
16. 对图中教师行为的评价,正确的是()。
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
A. 注重教育公平B. 注重有教无类
C. 忽视学生的全面发展D. 忽视学生的个性发展
17. 面对突发灾难,逃生方法正确与否与逃生成功率密切相关,应对不当,往往付出生命代价,在高层楼里遇到火灾时,下列做法中不正确的是()。
A. 湿毛巾封死门缝等待救援
B. 快速进入电梯下行逃生
C. 弯腰低头顺楼梯往下奔跑
D. 用湿毛巾捂住口鼻呼吸
18.20世纪70年代中期,中国计算机专家王选主持研制一项技术发明,为中文出版印刷行业带来了一次革命性的变革,取代了铅字印刷技术,该项技术发明是()。
A. 新型汉字输入法
B. 汉字激光照排系统
C. 新型中文打字机
D. 中文报纸编排系统
19. 声音的存储和播放技术广泛应用于现代生活得许多领域,成为宣传报道、科技研究和艺术创作的重要手段。下列人物中,制造商用留声机的是()。
A. 贝尔 B.瑞利 C.爱迪生 D.浦耳生
20. 地质年代是用来描述地球历史事件的时间单位,通常在地质学和考古学中使用,下列选项中,恐龙繁盛的地质年代是()。
A. 寒武纪 B.泥盆纪 C.侏罗纪 D.第四纪
21. 康德是德国知名哲学家,同时也是一位有重大贡献的自然科学家。他积极探索天体的起源及其运动变化规律,提出了关于太阳系自然形成的理论。这一理论是()。
A. “星云”假说 B.“大爆炸”学说 C.“河外星系”假说 D.“银河系中心”学说
22. 瑞典女作家格拉勒夫创作的一部长篇童话,通过一个调皮的男孩变成一个小精灵周游瑞典的故事。把地理、历史和文化熔于一炉,富有科学性、知识性和艺术性。作者也因此于1909年获得诺贝尔文学奖,这部作品是()。
A. 《格列夫游记》B. 《骑鹅旅行记》C. 《丁丁历险记》D. 《木偶奇遇记》
23. 先秦诸子的著作,经常采用寓言来阐明道理。下列寓言故事,出自《庄子》的是()。
A. 庖丁解牛B. 愚公移山C. 自相矛盾D. 揠苗助长
24. 簧乐器是用片状振动体发音而成的乐器,发音的簧可以由苇、木、竹、金属等做成。下列乐器中,不属于簧乐器的是()。
A. 风琴B. 口琴C. 唢呐D. 小号
25. “高贵的单纯和静穆的伟大”是艺术史家温克尔曼对古希腊艺术,特别是骨鹏雕塑艺术的评价。下列选项中,不属于古希腊雕塑的是()。
file:///C:\Users\sunke1705\AppData\Roaming\Tencent\Users\3470883965\QQ\WinTemp\RichOle\B9FOB5BS0CIC3ZJJ8N16E`C.png
26. 计算机病毒能利用系统信息资源进行繁衍并生存,影响计算机系统正常运行。下列关于计算机病毒的表述,正确的是()。
A. 编制出错的编码集合B. 无法运行的游戏软件
C. 人为编制的恶意编码D. 被损坏的计算机软件
27. 在Word的编辑状态下单击“粘贴”按钮,产生的操作结果是()。
A. 将文档中被选内容移动到当前插入点
B. 将文档中被选择的内容复制到剪贴板
C. 将剪贴板的内容移动到当前插入点处
D. 将剪贴板的内容复制到当前插入点处
28. 将选项中的图形填入下面空格中,最符合格子中另三个三个图形的一致性规律的是()。
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