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2016年绥化中考数学试题及答案(扫描版)

2016年绥化中考数学试题及答案(扫描版)
2016年绥化中考数学试题及答案(扫描版)

2019年湖北省荆州市中考数学试卷

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法如下:连接AC,BD交于点E,作射线OE,则射线OE平分∠MON.有以下几条几何性质:①矩形的四个角都是直角,②矩形的对角线互相平分,③等腰三角形的“三线合一”.小明的作法依据是() A.①②B.①③C.②③D.①②③ 6.(3分)(2019?荆州)若一次函数y=kx+b的图象不经过第二象限,则关于x 的方程x2+kx+b=0的根的情况是() A.有两个不相等的实数根B.有两个相等的实数根 C.无实数根D.无法确定 7.(3分)(2019?荆州)在平面直角坐标系中,点A的坐标为(1,),以原点为中心,将点A顺时针旋转30°得到点A',则点A'的坐标为()A.(,1)B.(,﹣1)C.(2,1)D.(0,2) 8.(3分)(2019?荆州)在一次体检中,甲、乙、丙、丁四位同学的平均身高为1.65米,而甲、乙、丙三位同学的平均身高为1.63米,下列说法一定正确的是() A.四位同学身高的中位数一定是其中一位同学的身高 B.丁同学的身高一定高于其他三位同学的身高 C.丁同学的身高为1.71 D.四位同学身高的众数一定是1.65 9.(3分)(2019?荆州)已知关于x的分式方程﹣2=的解为正数,则k的取值范围为() A.﹣2<k<0 B.k>﹣2且k≠﹣1 C.k>﹣2 D.k<2且k≠1 10.(3分)(2019?荆州)如图,点C为扇形OAB的半径OB上一点,将△OAC 沿AC折叠,点O恰好落在上的点D处,且l:l=1:3(l表示的长),若将此扇形OAB围成一个圆锥,则圆锥的底面半径与母线长的比为()

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(杨浦015二模18)如图,将?ABCD 绕点A 旋转到?AEFG 的位置,其中点B 、C 、D 分别落在 点E 、F 、G 处,且点B 、E 、D 、F 在一直线上,如果点E 恰好是对角线BD 的中点, 那么 AB AD 的值是 【参考答案】2 (长宁、金山2015二模18)如图,在ABC ?中,5AB AC ==,8BC =,将ABC ?绕着点B 旋转 得A BC ''?,点A 的对应点A ',点C 的对应点C ',如果点A '在边BC 上,那么点C 和点C '之间的 距离等于 (闸北2015二模18)如图,底角为α的等腰ABC ?绕着点B 顺时针旋转,使得点A 与边BC 上的点D

重合,点C 与点E 重合,联结AD 、CE ,若3 tan 4 α=,5AB =,则CE = 【参考答案】5 (嘉定、宝山2015二模18)如图,等边ABC ?的边长为6,点D 在边AC 上,且2AD =,将ABC ? 绕点C 顺时针方向旋转60? ,点A 与点D 的对应点分别记作点E 与点F ,联结BF 交AC 于点G , 那么tan AEG ∠的值为 【题型二】翻折类型 (奉贤2015二模18)如图,在ABC ?中,45B ?∠=,30C ? ∠=,2AC =,点D 在BC 上,将△ACD

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2020年湖北省荆州市中考数学试卷及答案

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