2012年中考数学卷精析版聊城卷.pdf
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1、2012 年中考数学卷精析版聊城卷(本试卷满分120分,考试时间120 分钟)一、选择题(本题共12 小题,每题3分,共 36 分)1(2012 山东聊城3 分)计算|地结果是【】ABC 1D1【答案】A.【考点】绝对值,有理数地减法.【分析】根据绝对值地性质去掉绝对值符号,然后根据有理数地减法运算,减去一个数等于加上这个数地相反数进行计算即可得解:.故选 A.2(2012 山东聊城3 分)下列计算正确地是【】Ax2+x3=x5Bx2?x3=x6C(x2)3=x5Dx5 x3=x2【答案】D.【考点】合并同类项,同底数幂地乘法和除法,幂地乘方.故选 D.3(2012 山东聊城3 分)“抛一枚均
2、匀硬币,落地后正面朝上”这一事件是【】A必然事件B随机事件C确定事件D不可能事件【答案】B.【考点】随机事件.【分析】根据随机事件地定义,随机事件就是可能发生,也可能不发生地事件,即可判断:抛 1枚均匀硬币,落地后可能正面朝上,也可能反面朝上,故抛1枚均匀硬币,落地后正面朝上是随机事件.故选 B.4(2012 山东聊城3 分)用两块完全相同地长方体搭成如图所示地几何体,这个几何体地主视图是【】【答案】C.【考点】简单组合体地三视图.【分析】根据主视图地定义,找到从正面看所得到地图形即可:从物体正面看,左边1 列、右边1列上下各一个正方形,且左右正方形中间是虚线.故选 C.5(2012 山东聊城
3、3 分)函数y=中自变量x 地取值范围是【】Ax 2Bx2Cx 2Dx 2.【答案】A.【考点】函数自变量地取值范围,二次根式和分式有意义地条件.【分析】根据二次根式被开方数必须是非负数和分式分母不为0 地条件,要使在实数范围内有意义,必须.故选 A.6(2012 山东聊城3 分)将一副三角板按如图所示摆放,图中地度数是【】A75B 90C105D120【答案】C.【考点】三角形地外角性质,三角形内角和定理.【分析】如图,先根据直角三角形地性质得出BAE 及 E 地度数,再由三角形内角和定理及对顶角地性质即可得出结论:图中是一副直角三角板,BAE=45 ,E=30.AFE=180 BAE E=
4、105.=105.故选 C.7(2012 山东聊城3 分)某排球队12 名队员地年龄如下表所示:年龄/岁18 19 20 21 22 文档编码:CT4Q5R10X6C6 HM8N1A1D8X6 ZB7W10K4F6T10文档编码:CT4Q5R10X6C6 HM8N1A1D8X6 ZB7W10K4F6T10文档编码:CT4Q5R10X6C6 HM8N1A1D8X6 ZB7W10K4F6T10文档编码:CT4Q5R10X6C6 HM8N1A1D8X6 ZB7W10K4F6T10文档编码:CT4Q5R10X6C6 HM8N1A1D8X6 ZB7W10K4F6T10文档编码:CT4Q5R10X6C6
5、HM8N1A1D8X6 ZB7W10K4F6T10文档编码:CT4Q5R10X6C6 HM8N1A1D8X6 ZB7W10K4F6T10文档编码:CT4Q5R10X6C6 HM8N1A1D8X6 ZB7W10K4F6T10文档编码:CT4Q5R10X6C6 HM8N1A1D8X6 ZB7W10K4F6T10文档编码:CT4Q5R10X6C6 HM8N1A1D8X6 ZB7W10K4F6T10文档编码:CT4Q5R10X6C6 HM8N1A1D8X6 ZB7W10K4F6T10文档编码:CT4Q5R10X6C6 HM8N1A1D8X6 ZB7W10K4F6T10文档编码:CT4Q5R10X6C6
6、 HM8N1A1D8X6 ZB7W10K4F6T10文档编码:CT4Q5R10X6C6 HM8N1A1D8X6 ZB7W10K4F6T10文档编码:CT4Q5R10X6C6 HM8N1A1D8X6 ZB7W10K4F6T10文档编码:CT4Q5R10X6C6 HM8N1A1D8X6 ZB7W10K4F6T10文档编码:CT4Q5R10X6C6 HM8N1A1D8X6 ZB7W10K4F6T10文档编码:CT4Q5R10X6C6 HM8N1A1D8X6 ZB7W10K4F6T10文档编码:CT4Q5R10X6C6 HM8N1A1D8X6 ZB7W10K4F6T10文档编码:CT4Q5R10X6C
7、6 HM8N1A1D8X6 ZB7W10K4F6T10文档编码:CT4Q5R10X6C6 HM8N1A1D8X6 ZB7W10K4F6T10文档编码:CT4Q5R10X6C6 HM8N1A1D8X6 ZB7W10K4F6T10文档编码:CT4Q5R10X6C6 HM8N1A1D8X6 ZB7W10K4F6T10文档编码:CT4Q5R10X6C6 HM8N1A1D8X6 ZB7W10K4F6T10文档编码:CT4Q5R10X6C6 HM8N1A1D8X6 ZB7W10K4F6T10文档编码:CT4Q5R10X6C6 HM8N1A1D8X6 ZB7W10K4F6T10文档编码:CT4Q5R10X6
8、C6 HM8N1A1D8X6 ZB7W10K4F6T10文档编码:CT4Q5R10X6C6 HM8N1A1D8X6 ZB7W10K4F6T10文档编码:CT4Q5R10X6C6 HM8N1A1D8X6 ZB7W10K4F6T10文档编码:CT4Q5R10X6C6 HM8N1A1D8X6 ZB7W10K4F6T10文档编码:CT4Q5R10X6C6 HM8N1A1D8X6 ZB7W10K4F6T10文档编码:CT4Q5R10X6C6 HM8N1A1D8X6 ZB7W10K4F6T10文档编码:CT4Q5R10X6C6 HM8N1A1D8X6 ZB7W10K4F6T10文档编码:CT4Q5R10X
9、6C6 HM8N1A1D8X6 ZB7W10K4F6T10文档编码:CT4Q5R10X6C6 HM8N1A1D8X6 ZB7W10K4F6T10文档编码:CT4Q5R10X6C6 HM8N1A1D8X6 ZB7W10K4F6T10文档编码:CT4Q5R10X6C6 HM8N1A1D8X6 ZB7W10K4F6T10文档编码:CT4Q5R10X6C6 HM8N1A1D8X6 ZB7W10K4F6T10文档编码:CT4Q5R10X6C6 HM8N1A1D8X6 ZB7W10K4F6T10文档编码:CT4Q5R10X6C6 HM8N1A1D8X6 ZB7W10K4F6T10文档编码:CT4Q5R10
10、X6C6 HM8N1A1D8X6 ZB7W10K4F6T10文档编码:CT4Q5R10X6C6 HM8N1A1D8X6 ZB7W10K4F6T10文档编码:CT4Q5R10X6C6 HM8N1A1D8X6 ZB7W10K4F6T10文档编码:CT4Q5R10X6C6 HM8N1A1D8X6 ZB7W10K4F6T10文档编码:CT4Q5R10X6C6 HM8N1A1D8X6 ZB7W10K4F6T10文档编码:CT4Q5R10X6C6 HM8N1A1D8X6 ZB7W10K4F6T10文档编码:CT4Q5R10X6C6 HM8N1A1D8X6 ZB7W10K4F6T10文档编码:CT4Q5R1
11、0X6C6 HM8N1A1D8X6 ZB7W10K4F6T10人数/人1 4 3 2 2 该队队员年龄地众数与中位数分别是【】A19 岁,19岁B19 岁,20岁C20 岁,20 岁D20 岁,22 岁【答案】B.【考点】众数,中位数.8(2012 山东聊城3 分)如图,四边形ABCD 是平行四边形,点E在边 BC 上,如果点F是边 AD 上地点,那么 CDF 与ABE 不一定全等地条件是【】ADF=BEBAF=CECCF=AEDCFAE【答案】C.【考点】平行四边形地性质,全等三角形地判定.【分析】根据平行四边形地性质和全等三角形地判定方法逐项分析即可:A、当 DF=BE 时,由平行四边形地
12、性质可得:AB=CD,B=D,利用 SAS 可判定 CDF ABE;B、当 AF=CE 时,由平行四边形地性质可得:BE=DF,AB=CD,B=D,利用 SAS 可判定 CDF ABE;C、当 CF=AE 时,由平行四边形地性质可得:AB=CD,B=D,利用 SSA 不能可判定CDF ABE;D、当 CF AE 时,由平行四边形地性质可得:AB=CD,B=D,AEB=CFD,利用 AAS可判定 CDF ABE.故选 C.9(2012 山东聊城3 分)如图,在方格纸中,ABC 经过变换得到DEF,正确地变换是【】文档编码:CU2D3X7M8F9 HJ2K8H9F1W4 ZD4I6D5D6S3文档
13、编码:CU2D3X7M8F9 HJ2K8H9F1W4 ZD4I6D5D6S3文档编码:CU2D3X7M8F9 HJ2K8H9F1W4 ZD4I6D5D6S3文档编码:CU2D3X7M8F9 HJ2K8H9F1W4 ZD4I6D5D6S3文档编码:CU2D3X7M8F9 HJ2K8H9F1W4 ZD4I6D5D6S3文档编码:CU2D3X7M8F9 HJ2K8H9F1W4 ZD4I6D5D6S3文档编码:CU2D3X7M8F9 HJ2K8H9F1W4 ZD4I6D5D6S3文档编码:CU2D3X7M8F9 HJ2K8H9F1W4 ZD4I6D5D6S3文档编码:CU2D3X7M8F9 HJ2K8
14、H9F1W4 ZD4I6D5D6S3文档编码:CU2D3X7M8F9 HJ2K8H9F1W4 ZD4I6D5D6S3文档编码:CU2D3X7M8F9 HJ2K8H9F1W4 ZD4I6D5D6S3文档编码:CU2D3X7M8F9 HJ2K8H9F1W4 ZD4I6D5D6S3文档编码:CU2D3X7M8F9 HJ2K8H9F1W4 ZD4I6D5D6S3文档编码:CU2D3X7M8F9 HJ2K8H9F1W4 ZD4I6D5D6S3文档编码:CU2D3X7M8F9 HJ2K8H9F1W4 ZD4I6D5D6S3文档编码:CU2D3X7M8F9 HJ2K8H9F1W4 ZD4I6D5D6S3文档
15、编码:CU2D3X7M8F9 HJ2K8H9F1W4 ZD4I6D5D6S3文档编码:CU2D3X7M8F9 HJ2K8H9F1W4 ZD4I6D5D6S3文档编码:CU2D3X7M8F9 HJ2K8H9F1W4 ZD4I6D5D6S3文档编码:CU2D3X7M8F9 HJ2K8H9F1W4 ZD4I6D5D6S3文档编码:CU2D3X7M8F9 HJ2K8H9F1W4 ZD4I6D5D6S3文档编码:CU2D3X7M8F9 HJ2K8H9F1W4 ZD4I6D5D6S3文档编码:CU2D3X7M8F9 HJ2K8H9F1W4 ZD4I6D5D6S3文档编码:CU2D3X7M8F9 HJ2K8
16、H9F1W4 ZD4I6D5D6S3文档编码:CU2D3X7M8F9 HJ2K8H9F1W4 ZD4I6D5D6S3文档编码:CU2D3X7M8F9 HJ2K8H9F1W4 ZD4I6D5D6S3文档编码:CU2D3X7M8F9 HJ2K8H9F1W4 ZD4I6D5D6S3文档编码:CU2D3X7M8F9 HJ2K8H9F1W4 ZD4I6D5D6S3文档编码:CU2D3X7M8F9 HJ2K8H9F1W4 ZD4I6D5D6S3文档编码:CU2D3X7M8F9 HJ2K8H9F1W4 ZD4I6D5D6S3文档编码:CU2D3X7M8F9 HJ2K8H9F1W4 ZD4I6D5D6S3文档
17、编码:CU2D3X7M8F9 HJ2K8H9F1W4 ZD4I6D5D6S3文档编码:CU2D3X7M8F9 HJ2K8H9F1W4 ZD4I6D5D6S3文档编码:CU2D3X7M8F9 HJ2K8H9F1W4 ZD4I6D5D6S3文档编码:CU2D3X7M8F9 HJ2K8H9F1W4 ZD4I6D5D6S3文档编码:CU2D3X7M8F9 HJ2K8H9F1W4 ZD4I6D5D6S3文档编码:CU2D3X7M8F9 HJ2K8H9F1W4 ZD4I6D5D6S3文档编码:CU2D3X7M8F9 HJ2K8H9F1W4 ZD4I6D5D6S3文档编码:CU2D3X7M8F9 HJ2K8
18、H9F1W4 ZD4I6D5D6S3文档编码:CU2D3X7M8F9 HJ2K8H9F1W4 ZD4I6D5D6S3文档编码:CU2D3X7M8F9 HJ2K8H9F1W4 ZD4I6D5D6S3文档编码:CU2D3X7M8F9 HJ2K8H9F1W4 ZD4I6D5D6S3文档编码:CU2D3X7M8F9 HJ2K8H9F1W4 ZD4I6D5D6S3文档编码:CU2D3X7M8F9 HJ2K8H9F1W4 ZD4I6D5D6S3文档编码:CU2D3X7M8F9 HJ2K8H9F1W4 ZD4I6D5D6S3文档编码:CU2D3X7M8F9 HJ2K8H9F1W4 ZD4I6D5D6S3文档
19、编码:CU2D3X7M8F9 HJ2K8H9F1W4 ZD4I6D5D6S3文档编码:CU2D3X7M8F9 HJ2K8H9F1W4 ZD4I6D5D6S3A把 ABC 绕点 C 逆时针方向旋转90,再向下平移2 格B把 ABC 绕点 C 顺时针方向旋转90,再向下平移5 格C把 ABC 向下平移4格,再绕点C 逆时针方向旋转180D把 ABC 向下平移5格,再绕点C 顺时针方向旋转180【答案】B.【考点】几何变换地类型.【分析】根据图象,ABC 绕点 C 顺时针方向旋转90,再向下平移5 格即可与 DEF 重合.故选 B.10(2012 山东聊城 3 分)在如图所示地数轴上,点B 与点 C
20、 关于点 A 对称,A、B 两点对应地实数分别是和 1,则点 C 所对应地实数是【】A1+B2+C 21D2+1【答案】D.【考点】实数与数轴,一元一次方程地应用.【分析】设点C 所对应地实数是x根据中心对称地性质,对称点到对称中心地距离相等,则有,解得.故选 D.11(2012 山东聊城 3 分)如图,在ABC 中,点 D、E 分别是 AB、AC 地中点,则下列结论不正确地是【】ABC=2DEBADE ABCCDSABC=3S ADE【答案】D.文档编码:CU2D3X7M8F9 HJ2K8H9F1W4 ZD4I6D5D6S3文档编码:CU2D3X7M8F9 HJ2K8H9F1W4 ZD4I6
21、D5D6S3文档编码:CU2D3X7M8F9 HJ2K8H9F1W4 ZD4I6D5D6S3文档编码:CU2D3X7M8F9 HJ2K8H9F1W4 ZD4I6D5D6S3文档编码:CU2D3X7M8F9 HJ2K8H9F1W4 ZD4I6D5D6S3文档编码:CU2D3X7M8F9 HJ2K8H9F1W4 ZD4I6D5D6S3文档编码:CU2D3X7M8F9 HJ2K8H9F1W4 ZD4I6D5D6S3文档编码:CU2D3X7M8F9 HJ2K8H9F1W4 ZD4I6D5D6S3文档编码:CU2D3X7M8F9 HJ2K8H9F1W4 ZD4I6D5D6S3文档编码:CU2D3X7M8
22、F9 HJ2K8H9F1W4 ZD4I6D5D6S3文档编码:CU2D3X7M8F9 HJ2K8H9F1W4 ZD4I6D5D6S3文档编码:CU2D3X7M8F9 HJ2K8H9F1W4 ZD4I6D5D6S3文档编码:CU2D3X7M8F9 HJ2K8H9F1W4 ZD4I6D5D6S3文档编码:CU2D3X7M8F9 HJ2K8H9F1W4 ZD4I6D5D6S3文档编码:CU2D3X7M8F9 HJ2K8H9F1W4 ZD4I6D5D6S3文档编码:CU2D3X7M8F9 HJ2K8H9F1W4 ZD4I6D5D6S3文档编码:CU2D3X7M8F9 HJ2K8H9F1W4 ZD4I6
23、D5D6S3文档编码:CU2D3X7M8F9 HJ2K8H9F1W4 ZD4I6D5D6S3文档编码:CU2D3X7M8F9 HJ2K8H9F1W4 ZD4I6D5D6S3文档编码:CU2D3X7M8F9 HJ2K8H9F1W4 ZD4I6D5D6S3文档编码:CU2D3X7M8F9 HJ2K8H9F1W4 ZD4I6D5D6S3文档编码:CU2D3X7M8F9 HJ2K8H9F1W4 ZD4I6D5D6S3文档编码:CU2D3X7M8F9 HJ2K8H9F1W4 ZD4I6D5D6S3文档编码:CU2D3X7M8F9 HJ2K8H9F1W4 ZD4I6D5D6S3文档编码:CU2D3X7M8
24、F9 HJ2K8H9F1W4 ZD4I6D5D6S3文档编码:CU2D3X7M8F9 HJ2K8H9F1W4 ZD4I6D5D6S3文档编码:CU2D3X7M8F9 HJ2K8H9F1W4 ZD4I6D5D6S3文档编码:CU2D3X7M8F9 HJ2K8H9F1W4 ZD4I6D5D6S3文档编码:CU2D3X7M8F9 HJ2K8H9F1W4 ZD4I6D5D6S3文档编码:CU2D3X7M8F9 HJ2K8H9F1W4 ZD4I6D5D6S3文档编码:CU2D3X7M8F9 HJ2K8H9F1W4 ZD4I6D5D6S3文档编码:CU2D3X7M8F9 HJ2K8H9F1W4 ZD4I6
25、D5D6S3文档编码:CU2D3X7M8F9 HJ2K8H9F1W4 ZD4I6D5D6S3文档编码:CU2D3X7M8F9 HJ2K8H9F1W4 ZD4I6D5D6S3文档编码:CU2D3X7M8F9 HJ2K8H9F1W4 ZD4I6D5D6S3文档编码:CU2D3X7M8F9 HJ2K8H9F1W4 ZD4I6D5D6S3文档编码:CU2D3X7M8F9 HJ2K8H9F1W4 ZD4I6D5D6S3文档编码:CU2D3X7M8F9 HJ2K8H9F1W4 ZD4I6D5D6S3文档编码:CU2D3X7M8F9 HJ2K8H9F1W4 ZD4I6D5D6S3文档编码:CU2D3X7M8
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- 2012 年中 数学 卷精析版 聊城
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