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厦门市集美区2019-2020八年级(上)期末生物试卷
一、选择题(本大题共25小题,共50.0分)
1.比较家蚕和青蛙的发育过程,下列说法中不正确的是( ) A. 发育都是从受精卵开始的 B. 都要经过两性生殖细胞的结合
C. 它们都在水中完成发育 D. 它们都是变态发育
2.当你去市场买鱼时,下列哪种情况可作为你判断鱼比较新鲜的标志()
A. 体表湿润 B. 身体完好无损 C. 鱼鳞未脱落 D. 鳃丝鲜红嘉兴附近的旅游景点
3.三叶虫类化石是某相应地层的标志性化石,三叶虫时代是指( )
A. 白垩纪 B. 寒武纪 C. 前寒武纪 D. 侏罗纪
4.下列各项中,属于社会行为的是( )
融创文旅城
A. 成的蝗虫破坏农作物
B. 两只狼为争夺食物而争斗
C. 鹰捕食野兔
D. 蜜蜂体中分工合作,蜂王、工蜂、雄峰各司其责
5.下列关于动物生殖和发育的叙述,错误的是( )
A. 兔的繁殖特征是胎生、哺乳
B. 鸟胚胎发育所需的营养物质来自卵黄和卵白
C. 青蛙的发育方式为变态发育
6.青霉素不能很好地下列哪种疾病( )
A. 肺炎 B. 流感 C. 病 D. 脑膜炎
7.如图是鸡卵的结构图,下列叙述中正确的是( )![](data:image/jpg;base64,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)
A. [3]中含有细胞核
B. [5]胚盘是胚胎发育的部位
C. 卵细胞由卵壳、卵白、卵黄构成
D. 供给胚胎发育所需养料和水分的结构只有[4]
8.蜜蜂在植物花盛开的季节,在花蕊上翩翩起舞。蜂的这样的行为有助于( )
A. 植物的开花 B. 植物的传粉 C. 植物的受精 D. 植物的结果
9.下列动物中,属于线形动物的是( )
A. 血吸虫 B. 绦虫 C. 蛔虫 D. 蛭
10.鸟类有别于其他动物的特征是( )
A. 能够飞行 B. 身体被覆羽毛 C. 体温恒定 D. 用肺呼吸
11.下列动物类中具有脊柱的是( )
A. 软体动物 B. 哺乳动物 C. 环节动物 D. 节肢动物
12.下列属于软体动物的是()
A. 蛔虫 B. 水螅 C. 虾 D. 缢蛏
13.向世人证实了细菌不是自然发生的科学家──微生物学之父是( )
A. 列文·虎克 B. 巴斯德 C. 弗莱明 D. 达尔文
14.在下列环境中,霉菌最容易生长的是()
A. 煮沸但密封的牛肉汁 B. 潮湿的粮食堆
C. 豪车租赁干燥的皮鞋 D. 潮湿的沙土地
15.美丽的蝴蝶是由“毛毛虫”变成的,“毛毛虫”与“蝴蝶”所处的发育阶段分别是( )
A. 幼虫、卵 B. 蛹、若虫 C. 若虫、成虫 D. 幼虫、成虫
16.下列各项中,不属于真菌特征的是( )
A. 细胞内有真正的细胞核
B. 体内没有叶绿体,营养方式为异养
C. 能产生孢子,用孢子繁殖
D. 都是单细胞个体
17.许多蚂蚁一起把一个大型的昆虫搬到巢穴中,体现了生物之间的哪种关系?( )
A. 合作 B. 竞争 C. 捕食 D. 寄生
18.蚯蚓和蜈蚣都是陆地生活的动物,它们的身体都有很多相似的体节构成,它们分别属于
A. 环节动物、环节动物 B. 旅游保险哪家好环节动物、节肢动物
C. 节肢动物、节肢动物 D. 节肢动物、环节动物
19.下列有关植物类的叙述,正确的是( )
A. 海带是藻类植物,细胞中没有叶绿素,故呈褐
B. 蕨类植物没有输导组织,因此适应陆生能力不强
C. 银杏是裸子植物,它的果实是“银杏”,又名“白果”
D. 种子比孢子的生命力强,是种子植物更适于陆地生活的重要原因
20.古长颈鹿大小似羊,颈和前肢不太长,进化过程中形成的长颈鹿则成为当今生物界最高的动物。按照达尔文的进化观点,其主要原因是( )
A. 食高处的树叶使颈越伸越长 B. 竞争中颈长者的生存机会大
C. 颈长者较凶悍,攻击力大 D. 颈长者繁殖力较强
21.某同学尝试“用鲜奶制作酸奶”,下列操作正确的是( )
A. 鲜奶加热后直接进行”接种” B. 制作酸奶不需要密封
C. 放在室内温暖的地方进行发酵 D. 制作酸奶用的菌种是霉菌
22.制作米酒(酒酿)过程中,酵母菌将糖类转化为( )
A. 酒精和二氧化碳 B. 乳酸
C. 维生素 D. 抗生素
23.在界、门、纲、目、科、属、种的七个等级中,生物共同特征最少的等级和最多的等级分别是( )
A. 界、种 B. 种、界 C. 科、门 D. 目、界
24.果酒的制作需要
A. 酵母菌 B. 乳酸菌 C. 霉菌 D. 醋酸菌
25.小明将刚孵出的蟑螂分为甲、乙、丙三组,分别喂食含有①抗生素、②维生素、③蛋白质等不同营养成分的食物如下表(表中的数字代表所含成分的多少,“﹣”表示没有此成分),由实验设计可以知道,小明设计了几组对照实验?分别是探究何种营养成分对蟑螂发育的影响?()
| 甲 | 乙 | 丙 |
抗生素 | ﹣ | 0.1 | 0.1 |
维生素 | 0.5 | 九如山风景区游玩攻略 ﹣ | 0.5 |
蛋白质 | 三峡大坝门票价格 44 | 44 | 44 |
| | | |
A. 一组③ B. 二组 ①③ C. 二组①② D. 三组①②③
二、判断题(本大题共1小题,共4.0分)
26.先天性行为和遗传因素有关,学习行为和遗传因素无关。______(判断对错)。
三、简答题(本大题共6小题,共38.0分)
27.海马、甲鱼、鲸鱼分别是我们学过的哪种动物?
28.生物圈是人类赖以生存的家园,为人类提供了各种各样的资源;人类的活动对生物圈有重要的影响,由人类的活动引发的环境问题正威胁着人类自身的生存安全。世界环境日为每年的6月5日,它反映了世界各国人民对环境问题的认识和态度,表达了人类对美好环境的向往和追求。世界环境日2017年中国主题是“绿水青山就是金山银山”,2018年中国主题是“美丽中国,我是行动者”。请根据你所知了解的相关情况回答下列问题:(1)目前,给人类赖以生存的生物圈造成压力的根本原因是______。(2)在世界环境问题中,全球性大气污染问题不容忽视:①当今,人类活动致使全球二氧化碳含量不断增加,导致地球温度不断升高,这就是______。这种效应主要是由于人类的哪些活动导致的?答:______(举一例即可);减缓该效应的重要措施是______(举一例即可)。②酸雨是指pH______的雨水,其污染源是______(举出两例),酸雨的危害很多,如______(举一例即可)。③臭氧层遭破坏,大量的______辐射对人体健康产生危害,如能导致人患皮肤癌等。(3)“美丽中国,我是行动者!”保护生物圈我们每个人都应该从______做起,从身边每一 件小事做起,从小养成______的习惯。