2015-2016学年重庆市第一高中高三上期开学考试生物试卷

适用年级:高三
试卷号:682938

试卷类型:开学考试
试卷考试时间:2017/7/27

1.非选择题(共1题)

1.
在群体中位于某同源染色体同一位置上的两个以上、决定同一性状的基因称为复等位基因,如控制ABO血型的基因。在家兔的常染色体上也有一系列决定毛色的复等位基因:C、cch、ch、c。C基因对cch、ch、c为显性,cch基因对chh、c为显性,ch基因对c为显性。该基因系列在决定家兔毛皮颜色时其表现型与基因型的关系如下表:
毛皮颜色表现型
金色
青旗拉
喜马拉扬
白化
基因型
C_
cch_
ch_
cc
 
请回答下列问题:
(1)家兔皮毛颜色的基因型共有 种。
(2)若一只金色雄兔和一只喜马拉扬雌兔多次交配后,子代金色:青旗拉=1:1,则两只亲本兔的基因型分别为 。基因型为Ccch的雌、雄兔交配,子代为金色兔和青旗拉兔,让子代中的金色兔与另一喜马拉扬杂合兔交配后,后代的表现型及比例是

2.单选题(共1题)

2.
关于动物细胞培养和植物组织培养的叙述,错误的是
A.动物细胞培养和植物组织培养所用培养基不同
B.动物细胞培养和植物组织培养过程中都要用到胰蛋白酶
C.烟草叶片离体培养能产生新个体,小鼠杂交瘤细胞可离体培养增殖
D.动物细胞培养可用于检测有毒物质,茎尖培养可用于植物脱除病毒

3.选择题(共1题)

3.阅读理解

    Leon was a postman. Every day after Leon woke up, he would feed his 37 cats. Leon didn't really want 37 cats, but one by one they had turned up on his doorstep, and Leon had taken them in.

    Every day, after feeding the cats, Leon would collect the mail from the red postboxes in the village and take it home to sort(分类). “If only I had 37 helpers instead of 37 cats, my job would be so much easier,” Leon thought. Just then, the cats started meowing for their dinner. That gave Leon an idea. That night, Leon stayed up making 37 cat-sized postal backpacks. Each backpack fitted neatly onto a cat's back. Then, he went around to each postbox, putting signs up that read: Postbox closed. Please use the Postal Cat Service.

    The next day, Leon put a backpack on each cat and dropped off the cats around the village. Leon knew that the cats would be happy lazing around all day. He also knew that they would always come home for dinner. Leon spent the day relaxing, waiting for his helpers to return. Leon was right. The cats did return, but they did not bring home many letters. Somehow, the cats had managed to wriggle(蜿蜒而行) out of their backpacks. Or lose their letters. Or get the letters wet. “Cats are just too unreliable(不可靠的)” Leon thought. Just then, there was a scratching(刮擦声) at Leon's door. A dog was waiting to be invited inside. That gave Leon an idea.

试卷分析
  • 【1】题量占比

    非选择题:(1道)

    单选题:(1道)

    选择题:(1道)

  • 【2】:难度分析

    1星难题:0

    2星难题:0

    3星难题:0

    4星难题:0

    5星难题:0

    6星难题:1

    7星难题:0

    8星难题:0

    9星难题:1