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时间:50分钟 分值:50分
一、选择题(每题1分,共20分)
1.“孔雀飞去回忆悠长,玉龙雪山,闪耀着银光,秀丽江,人在路上。”被誉为“彩云之南“的云南不但有着优美的风景,宜人的气候,更有着悠久的历史,这里曾生活着我国境内已知的最早人类()
A.元谋人 B.北京人 C.山顶洞人 D.河姆渡原始居民
2.在历史剧《河姆渡原始居民》中,不该出现的情节是()
40天天气预报最准确下载
3.海外的华人常称自己是“炎黄子孙”,这是因为炎帝和黄帝()
A.他们共同创造了人类B.是中华民族的人文始祖 C.他们之间实行过战争D.以前结合起来打败蚩尤
4.中国原始社会末期的部落联盟首领的更迭 方式是禅让。禅让制涉及的人物不包括() A.尧 B.黄帝当阳市 C.舜 D.禹
5.“夏传子,家天下。四百载,迁夏社。”这是古时的《三字经》中对夏朝的描绘。夏朝的建立者是()
A.禹 B.伯益 C.启 D.舜
6.周幽王为博妃子一笑,竟屡次“烽火戏诸侯”。最初几次,诸侯都会带兵前来,保卫周王。诸侯这样做,与以下哪一制度相关()
A.宗法制 B.分封制 C.郡县制 D.行省制
7.商、周王朝第一位国王分别是 ()
A禹、汤 B.启、桀 C.汤、周武王 D.汤、周文王
8.某电视台要聘请法制栏目主持人,假设时光穿梭回到战国时期,你认为哪一个人最适合担任该栏目的主持人() A.孟子 B.韩非 C.墨子 D.孙武
9.在封建社会里,“皇帝”是最高权力的象征。我国历史上第一个称皇帝的人是()
A.秦始皇 B.汉武帝 C.唐太宗 D.成吉思汗
10.中国有五千年的文明历史,朝代众多,以下朝代更替顺序准确的是()
A.夏一商一东周一西周
B.夏一西周一东周一商
C.夏一商一西周一东周
D.商一夏一西周一东周
11.战国时期儒家的代表人物孟子的思想主张是()
A.“兼爱”“非攻” B.仁政 C.希望人们互助互爱 D.主张恢复西周制度
12.他不计前嫌,任用管仲改革;他审时度势,提出“尊王攘夷”;他坐享东方,拥有鱼盐之利,终成春秋五霸之首。“他”是()
A.庄王 B.晋文公 德国总统为什么没有存在感C.秦穆公 D.齐桓公
北京夜景13.春秋时期著名的霸主不包括()
A.齐桓公 B.晋文公 C.秦孝公 D.楚庄王
14.“楚庄王时期,楚国大举北进,长驱直入周天子所在伊水、洛水流域,并向周王室询问九鼎的大小重量,大有取代周天子地位的架势。”这个事所指的成语是()
A.一箭之仇 B.退避三舍 C.问鼎中原 D.朝秦暮楚
15.秦始皇设想秦朝的江山传至二世、三世以至千万世,结果只传到二世就灭亡了,秦朝成为我国历史上的一个短命的封建王朝。秦朝灭亡的根本原因是()
A.秦的暴政 B.子婴投降 C.巨鹿之战 D.大泽乡起义
16.下面四项内容中,说明墨子观点的一项为哪一项()
A.主张“兼爱”“非攻” B.知彼知己,百战不殆
C.历史是进步的,后代总要胜过前代 D.斧斤以时入山林,林木不可胜用也
17.“无为”是一种心境、一种修养,是辩证的。古人向社会推广无为,有助于国家的稳定,“无为”用在当代待人处世上就是要对人宽容。若要深入研究这种思想,你要查阅 ()
A.《诗经》 B.《论语》 C.《道德经》 D.《韩非子)
18.某同学搜集了“鸿门谢罪、四面楚歌,霸王别姬”等成语,请你确定一个主题,应选择的是()
A.春秋争霸B,战国称雄C.秦统一天下D.楚汉之争
19.益相市中小学校已普遍开设经典诵读课,经典诵读已成为学生学习传统文化、弘扬传统美德的重要方式。“始春秋,终战国,五霸强,七雄出。“引自《三字经》,其中的“七雄”是指()
A.齐、楚、秦、燕、赵、魏、韩B.楚、秦、赵、宋、魏、齐、韩
C.晋、楚、齐、韩、赵、燕、魏D.吴、魏、燕、赵、楚、秦、韩
20.公元前209年,陈胜、吴广发动了我国历史上第一次农民大起义,起义的地点是()
A.陈 B.大泽乡 C.巨鹿 D.渔阳
二、非选择题(共30分)
材料一: “学而时习之,不亦说乎?”,“三人行,必有我师焉”。
材料二:他对弟子说:“老子道德高深,真是能上天入海的龙一般的人物”。
(1)根据材料一和所学知识回答,材料一中的观点是谁提出的?他是哪一学派的创始人?(2分)
(2)根据所学知识,孔子的核心思想是什么?(1分)
(3)根据所学知识,孔子在教育上有哪些贡献?(列出2点即可)(2分)
(4)根据材料二及所学知识回答,老子是哪一学派的创始人?战国时期,谁继承并发扬了
他的学说?(2分)
22.阅读以下材料,回答以下问题(7分)
材料一: 卫鞅曰:“治世不一道,便国不法古。”“故汤武不循古而王,夏殷不易礼而亡。”孝公曰:“善。”以卫鞅为左庶长,卒定变法之令。
材料二:旧贵族因为既得利益受到损害……他(卫鞅)被诬陷“谋反”,惨遭车裂而死。
(1)材料一中的“卫鞅”指谁?“孝公”指哪个诸侯国国君?(2分)
(2)卫鞅变法的内容有哪些?(列出2点即可)(2分)
(3)变法者“卫鞅”被处死,变法失败了吗?怎样评价他的变法?(2分)
(4)从卫鞅本人惨遭旧贵族车裂之刑这件事中,你认为改革者必须具备怎样的精神?(1分)
23.阅读以下材料,回答以下问题。(5分)
材料一:古时候,洪水泛滥成灾,百姓过着悲惨的生活,A带着人们用疏导的办法治理洪水,他治水13年,三过家门而不入,最终治服了洪水。美国地图简图
材料二:B和儿子一起,带着人们化害为利,在岷江流域修建了大型的水利工程,该工程灌溉了大片农田,使成都平原变成“水旱从人,不知饥馑”,因而获得了“天府之国”的美称。
(1)材料一和材料二中的A和B分别指的是谁?(2分)
(2)材料二中的“大型水利工程”是什么?(1分)
(3)根据材料二,该水利工程对当地产生了怎样的影响?(1分)
(4)我们应该学习这两位水利专家的什么精神?(1分)
24.阅读以下材料,回答以下问题。(6分)
材料一: 秦王扫六合,虎视何雄哉!挥剑斩浮云,诸侯尽西来。——李白
天目湖旅游度假区
材料二:
材料三: 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)
(1)材料一中李白的诗歌歌颂了秦王哪一方面的功绩?这个功绩有何意义?(2分)
(2)材料二中图(a)和图(b)分别反映了秦始皇为巩固统治而采取的什么措施(2分)
(3)材料三反映秦朝的哪一制度?此制度中丞相的主要职责是什么?(2分)
25.阅读以下材料,回答以下问题。(5分)
图三
(1)图一和图二是我国商周时期重要的青铜器,请写出它们的名称。它们的出土说明了什么?(3分)
(2)图三中的文字碎片出土于殷墟,是我国已发现的最早的、体系较为完整的文字,请写出它的名称(1分),它的发现有什么重大意义?(1分)