南宁中考成绩2c+.3c.d.总分c上得什么普高分数线?最好校风好点的

2014年广西南宁市中考数学试卷考试下载_悦考网试卷
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2014年广西南宁市中考数学试卷
一:单选题
1(2014o南宁)如果水位升高3m时水位变化记作+3m,那么水位下降3m时水位变化记作(  )(3分)
A:-3mB:3mC:6mD:-6m
2(2014o南宁)下列图形中,是轴对称图形的是(  )(3分)
A:B:C:D:
3(2014o南宁)南宁东高铁火车站位于南宁青秀区凤岭北路,火车站总建筑面积约为267000平方米,其中数据267000用科学记数法表示为(  )(3分)
A:26.7×104B:2.67×104C:2.67×105D:0.267×106
4(2014o南宁)要使二次根式在实数范围内有意义,则实数x的取值范围是(  )(3分)
A:x>2B:x≥2C:x>-2D:x≥-2
5(2014o南宁)下列运算正确的是(  )(3分)
A:a2oa3=a6B:(x2)3=x6C:m6÷m2=m3D:6a-4a=2
(2014o南宁)在直径为200cm的圆柱形油槽内装入一些油以后,截面如图.若油面的宽AB=160cm,则油的最大深度为(  )
A:40cmB:60cmC:80cmD:100cm
7(2014o南宁)数据1,2,4,0,5,3,5的中位数和众数分别是(  )(3分)
A:3和2B:3和3C:0和5D:3和5
8(2014o南宁)如图所示,把一张长方形纸片对折,折痕为AB,再以AB的中点O为顶点,把平角∠AOB三等分,沿平角的三等分线折叠,将折叠后的图形剪出一个以O为顶点的直角三角形,那么剪出的直角三角形全部展开铺平后得到的平面图形一定是(  )
A:正三角形B:正方形C:正五边形D:正六边形
9(2014o南宁)“黄金1号”玉米种子的价格为5元/千克,如果一次购买2千克以上的种子,超过2千克部分的种子价格打6折,设购买种子数量为x千克,付款金额为y元,则y与x的函数关系的图象大致是(  )(3分)
A:B:C:D:
(2014o南宁)如图,已知二次函数y=-x2+2x,当-1<x<a时,y随x的增大而增大,则实数a的取值范围是(  )
A:a>1B:-1<a≤1C:a>0D:-1<a<2
(2014o南宁)如图,在?ABCD中,点E是AD的中点,延长BC到点F,使CF:BC=1:2,连接DF,EC.若AB=5,AD=8,sinB=,则DF的长等于(  )
A:B:C:D:2
12(2014o南宁)已知点A在双曲线y=-上,点B在直线y=x-4上,且A,B两点关于y轴对称.设点A的坐标为(m,n),则+的值是(  )(3分)
A:-10B:-8C:6D:4
二:填空题
1(2014o南宁)比较大小:-53(填>,<或=).(3分)
(2014o南宁)如图,已知直线a∥b,∠1=120°,则∠2的度数是°.
3(2014o南宁)分解因式:2a2-6a=.(3分)
4(2014o南宁)第45届世界体操锦标赛将于日至12日在南宁隆重举行,届时某校将从小记者团内负责体育赛事报道的3名同学(2男1女)中任选2名前往采访,那么选出的2名同学恰好是一男一女的概率是.(3分)
(2014o南宁)如图,一渔船由西往东航行,在A点测得海岛C位于北偏东60°的方向,前进20海里到达B点,此时,测得海岛C位于北偏东30°的方向,则海岛C到航线AB的距离CD等于海里.
(2014o南宁)如图,△ABC是等腰直角三角形,AC=BC=a,以斜边AB上的点O为圆心的圆分别与AC,BC相切于点E,F,与AB分别交于点G,H,且EH的延长线和CB的延长线交于点D,则CD的长为.
三:解答题
1(2014o南宁)计算:(-1)2-4sin45°+|-3|+.(6分)
2(2014o南宁)解方程:-2-4
=1.(6分)
(2014o南宁)如图,△ABC三个顶点的坐标分别为A(1,1),B(4,2),C(3,4).
(1)请画出△ABC向左平移5个单位长度后得到的△A1B1C1;
(2)请画出△ABC关于原点对称的△A2B2C2;
(3)在x轴上求作一点P,使△PAB的周小最小,请画出△PAB,并直接写出P的坐标.
4(2014o南宁)考试前,同学们总会采用各种方式缓解考试压力,以最佳状态迎接考试.某校对该校九年级的部分同学做了一次内容为“最适合自己的考前减压方式”的调查活动,学校将减压方式分为五类,同学们可根据自己的情况必选且只选其中一类.学校收集整理数据后,绘制了图1和图2两幅不完整的统计图,请根据统计图中信息解答下列问题:
(1)这次抽样调查中,一共抽查了多少名学生?
(2)请补全条形统计图;
(3)请计算扇形统计图中“享受美食”所对应扇形的圆心角的度数;
(4)根据调查结果,估计该校九年级500名学生中采用“听音乐”来减压方式的人数.
(2014o南宁)如图,AB∥FC,D是AB上一点,DF交AC于点E,DE=FE,分别延长FD和CB交于点G.
(1)求证:△ADE≌△CFE;
(2)若GB=2,BC=4,BD=1,求AB的长.
6(2014o南宁)“保护好环境,拒绝冒黑烟”.某市公交公司将淘汰某一条线路上“冒黑烟”较严重的公交车,计划购买A型和B型两种环保节能公交车共10辆,若购买A型公交车1辆,B型公交车2辆,共需400万元;若购买A型公交车2辆,B型公交车1辆,共需350万元.
(1)求购买A型和B型公交车每辆各需多少万元?
(2)预计在该线路上A型和B型公交车每辆年均载客量分别为60万人次和100万人次.若该公司购买A型和B型公交车的总费用不超过1200万元,且确保这10辆公交车在该线路的年均载客总和不少于680万人次,则该公司有哪几种购车方案?哪种购车方案总费用最少?最少总费用是多少?(10分)
7(2014o南宁)如图1,四边形ABCD是正方形,点E是边BC上一点,点F在射线CM上,∠AEF=90°,AE=EF,过点F作射线BC的垂线,垂足为H,连接AC.
(1)试判断BE与FH的数量关系,并说明理由;
(2)求证:∠ACF=90°;
(3)连接AF,过A、E、F三点作圆,如图2,若EC=4,∠CEF=15°,求AE?的长.
8(2014o南宁)在平面直角坐标系中,抛物线y=x2+(k-1)x-k与直线y=kx+1交于A,B两点,点A在点B的左侧.
(1)如图1,当k=1时,直接写出A,B两点的坐标;
(2)在(1)的条件下,点P为抛物线上的一个动点,且在直线AB下方,试求出△ABP面积的最大值及此时点P的坐标;
(3)如图2,抛物线y=x2+(k-1)x-k(k>0)与x轴交于点C、D两点(点C在点D的左侧),在直线y=kx+1上是否存在唯一一点Q,使得∠OQC=90°?若存在,请求出此时k的值;若不存在,请说明理由.
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2014年贺州中考成绩分数一级一档表
来源:贺州市招生考试院
2014年贺州中考一级一档表&&
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