2014届新人教版浙江永嘉桥下瓯渠中学中考数学总复习二练习卷

适用年级:初三
试卷号:611260

试卷类型:未知
试卷考试时间:2017/7/26

1.选择题(共15题)

1.My father stopped the car because he saw someone _______ his hand with his thumb raised.        
2.—How can we do the work faster?

—You'd better _______ the workers into two groups and ask them to take turns to work.

3.在横线上填上合适的数.

19+{#blank#}1{#/blank#}=27

8+19={#blank#}2{#/blank#}

50+6={#blank#}3{#/blank#}

{#blank#}4{#/blank#}+50=56

20+34={#blank#}5{#/blank#}

34+{#blank#}6{#/blank#}=54

4.

如图所示,半径为R的光滑圆环竖直放置,直径MN为竖直方向,环上套有两个小球A和B,A、B之间用一长为 3 R的轻杆相连,小球可以沿环自由滑动,开始时杆处于水平状态,已知A的质量为m,B球的质量为4m,重力加速度为g.

5.

如图所示,半径为R的光滑圆环竖直放置,直径MN为竖直方向,环上套有两个小球A和B,A、B之间用一长为 3 R的轻杆相连,小球可以沿环自由滑动,开始时杆处于水平状态,已知A的质量为m,B球的质量为4m,重力加速度为g.

6.在横线上填上>、<或=______.
7.I couldn't wait _______ his gift and couldn't help _______ when I saw it.
8.估一估,算一算.

35+4={#blank#}1{#/blank#}

81+9={#blank#}2{#/blank#}

9.估一估,算一算.

35+4={#blank#}1{#/blank#}

81+9={#blank#}2{#/blank#}

10.—I _______ speak English in class because I'm afraid of making mistakes.

—Don't be shy. Believe in yourself and everything will be OK.

  
11.—I _______ speak English in class because I'm afraid of making mistakes.

—Don't be shy. Believe in yourself and everything will be OK.

  
12.—I _______ speak English in class because I'm afraid of making mistakes.

—Don't be shy. Believe in yourself and everything will be OK.

  
13.阅读下面短文,然后从短文后各题所给的A、B、C、D四个选项中,选出可以填入空白处的最佳选项。

    Michael had taught us English for two years before he moved to New York. He worked very hard and was patient with his students, so we all 1 him very much since he left. It was not long before Michael came back to Los Angeles 2 a short visit. The teachers and students held a small party for 3.

    At the party, people walked 4 and talked with each other. I certainly would not give up the good 5 to learn English. I tried to think of all kinds of topics 6 with another English teacher, Mrs. Green.

    Just before I was going to run out of my 7, suddenly I heard Michael say to others loudly, “I dig New York!” I asked Mrs. Green at once, “Is it really 8 to find a job in New York? Why does Michael have to do 9 work since he is such a good teacher?”

    Mrs. Green didn't seem to understand 10 I said. “Why do you think of that?” she asked.

    “Haven't you heard him say that he is digging New York? Is he 11 an underground passage(地下通道)?” I asked.

    When Mrs. Green finally 12 what I meant, she laughed to tears. Then she asked us whether we knew the 13 of “I dig New York”. All of us shook heads and said “14“. Michael told us that “I dig New York” means “I love New York” in American slang(俚语). 15 few people say that now, we still hear it sometimes.

14.某校原来参加室外活动的人数比室内活动的人数多480人,现在把室内活动的50人改为室外活动,这样室外活动的人数正好是室内人数的5倍,参加室内、室外活动的一共有______人.
15.

如图若将某植株一片叶的主脉切断(图中甲),另一片叶两面都贴上不透明的锡箔纸(图中乙),黑暗中放置24小时后再光照4小时.取下两叶经脱色后用碘液处理,发现A部位呈棕褐色,B部位呈蓝黑色,C部位不呈蓝黑色.以上实验能够证明光合作用需要(  )

2.单选题(共6题)

16.
二元一次方程组的解是()
A.B.C.D.
17.
方程x(x+2)=x+2的两根分别为(  )
A.x1=-1,x2=2B.x1=1,x2=2C.x1=-1,x2=-2D.x1=1,x2=-2
18.
下面是解方程过程中去分母的一步,其中正确的是(   )
A.B.C.D.
19.
已知a>b,c≠0,则下列关系一定成立的是()。
A.ac>bcB.C.c-a>c-bD.c+a>c+b
20.
在x=-4,-1,0,3中,满足不等式组的x值是()
A.-4和0B.-4和-1
C.0和3D.-1和0
21.
下面是四位同学解方程过程中去分母的一步,其中正确的是()
A.2+x=x﹣1B.2﹣x=1
C.2+x=1﹣xD.2﹣x=x﹣1

3.填空题(共6题)

22.
某商品按进价提高40%后标价,再打8折销售,售价为2240元,则这种电器的进价为    元.
23.
某企业向银行贷款1000万元,一年后归还银行1065.6多万元,则年利率高于    %.
24.
方程=0的解为    .
25.
不等式组的解集在数轴上表示正确的是()
26.
若不等式组的解集是,则的取值范围是   ▲  
27.
图1是边长为30的正方形纸板,裁掉阴影部分后将其折叠成如图2所示的长方体盒子,已知该长方体的宽是高的2倍,则它的体积是 cm3

4.解答题(共6题)

28.
在学校组织的游艺晚会上,掷飞标游艺区游戏规则如下:如图掷到A区和B区的得分不同,A区为小圆内部分,B区为大圆内小圆外的部分(掷中一次记一个点).现统计小华、小芳和小明掷中与得分情况如下:

(1)求掷中A区、B区一次各得多少分?
(2)依此方法计算小明的得分为多少分?
29.
解分式方程:
30.
解不等式组并把解集在数轴上表示出来.
31.
“节能环保,低碳生活”是我们倡导的一种生活方式,某家电商场计划用11.8万元购进节能型电视机、洗衣机和空调共40台,三种家电的进价和售价如表所示:
价格种类
进价(元/台)
售价(元/台)
电视机
5000
5500
洗衣机
2000
2160
空调
2400
2700
 
(1)在不超出现有资金的前提下,若购进电视机的数量和洗衣机的数量相同,空调的数量不超过电视机的数量的3倍.请问商场有哪几种进货方案?
(2)在“2012年消费促进月”促销活动期间,商家针对这三种节能型产品推出“现金每购1000元送50元家电消费券一张、多买多送”的活动.在(1)的条件下,若三种电器在活动期间全部售出,商家预估最多送出多少张?
32.
有一组互不全等的三角形,它们的边长均为整数,每个三角形有两条边的长分别为5和7.
(1)请写出其中一个三角形的第三边的长;
(2)设组中最多有n个三角形,求n的值;
(3)当这组三角形个数最多时,从中任取一个,求该三角形周长为偶数的概率.
33.
一工地计划租用甲、乙两辆车清理淤泥,从运输量来估算:若租两车合运,10天可以完成任务;若单独租用乙车完成任务则比单独租用甲车完成任务多用15天.
(1)甲、乙两车单独完成任务分别需要多少天?
(2)已知两车合运共需租金65000元,甲车每天的租金比乙车每天的租金多1500元,试问:租甲乙两车、单独租甲车、单独租乙车这三种租车方案中,哪一种租金最少?请说明理由.
试卷分析
  • 【1】题量占比

    选择题:(15道)

    单选题:(6道)

    填空题:(6道)

    解答题:(6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:7

    7星难题:0

    8星难题:8

    9星难题:3