反比例函数的图像和性质同步练习(答案).pdf
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1、优秀学习资料欢迎下载反比例函数的图像和性质(1)【知识要点】1.反比例函数(0)kykx的函数是由两个分支组成的曲线.2.当 k0 时图像在一、三象限;当k0 时,图象在一、三象限内,函数值 y 随自变量x 的增大而减小;当k0,则 m 的取值范围是()A.m0 C.m124.函数 y=6x的图象在第象限内,在每一个象限内,曲线从左向右.5.函数 y=-6x的图象在第象限内,在每一个象限内,y 随 x 的增大而.6.任 写 一 个 图 象 在 每 一 个 象 限 内y随x增 大 而 增 大 的 反 比 例 函 数 关 系式:.B 组提高训练7.已知反比例函数y=kx的图象与一次函数y=kx+b
2、 交于点(-2,3),分别求出该反比例函数-第 4 页,共 7 页精品p d f 资料 可编辑资料-文档编码:CZ8X4G8X9Z6 HT7D3E7G7B7 ZI7H6E1K2T3文档编码:CZ8X4G8X9Z6 HT7D3E7G7B7 ZI7H6E1K2T3文档编码:CZ8X4G8X9Z6 HT7D3E7G7B7 ZI7H6E1K2T3文档编码:CZ8X4G8X9Z6 HT7D3E7G7B7 ZI7H6E1K2T3文档编码:CZ8X4G8X9Z6 HT7D3E7G7B7 ZI7H6E1K2T3文档编码:CZ8X4G8X9Z6 HT7D3E7G7B7 ZI7H6E1K2T3文档编码:CZ8X4
3、G8X9Z6 HT7D3E7G7B7 ZI7H6E1K2T3文档编码:CZ8X4G8X9Z6 HT7D3E7G7B7 ZI7H6E1K2T3文档编码:CZ8X4G8X9Z6 HT7D3E7G7B7 ZI7H6E1K2T3文档编码:CZ8X4G8X9Z6 HT7D3E7G7B7 ZI7H6E1K2T3文档编码:CZ8X4G8X9Z6 HT7D3E7G7B7 ZI7H6E1K2T3文档编码:CZ8X4G8X9Z6 HT7D3E7G7B7 ZI7H6E1K2T3文档编码:CZ8X4G8X9Z6 HT7D3E7G7B7 ZI7H6E1K2T3文档编码:CZ8X4G8X9Z6 HT7D3E7G7B7 Z
4、I7H6E1K2T3文档编码:CZ8X4G8X9Z6 HT7D3E7G7B7 ZI7H6E1K2T3文档编码:CZ8X4G8X9Z6 HT7D3E7G7B7 ZI7H6E1K2T3文档编码:CZ8X4G8X9Z6 HT7D3E7G7B7 ZI7H6E1K2T3文档编码:CZ8X4G8X9Z6 HT7D3E7G7B7 ZI7H6E1K2T3文档编码:CZ8X4G8X9Z6 HT7D3E7G7B7 ZI7H6E1K2T3文档编码:CZ8X4G8X9Z6 HT7D3E7G7B7 ZI7H6E1K2T3文档编码:CZ8X4G8X9Z6 HT7D3E7G7B7 ZI7H6E1K2T3文档编码:CZ8X4
5、G8X9Z6 HT7D3E7G7B7 ZI7H6E1K2T3文档编码:CZ8X4G8X9Z6 HT7D3E7G7B7 ZI7H6E1K2T3文档编码:CZ8X4G8X9Z6 HT7D3E7G7B7 ZI7H6E1K2T3文档编码:CZ8X4G8X9Z6 HT7D3E7G7B7 ZI7H6E1K2T3文档编码:CZ8X4G8X9Z6 HT7D3E7G7B7 ZI7H6E1K2T3文档编码:CZ8X4G8X9Z6 HT7D3E7G7B7 ZI7H6E1K2T3文档编码:CZ8X4G8X9Z6 HT7D3E7G7B7 ZI7H6E1K2T3文档编码:CZ8X4G8X9Z6 HT7D3E7G7B7 Z
6、I7H6E1K2T3文档编码:CZ8X4G8X9Z6 HT7D3E7G7B7 ZI7H6E1K2T3文档编码:CZ8X4G8X9Z6 HT7D3E7G7B7 ZI7H6E1K2T3文档编码:CZ8X4G8X9Z6 HT7D3E7G7B7 ZI7H6E1K2T3文档编码:CZ8X4G8X9Z6 HT7D3E7G7B7 ZI7H6E1K2T3文档编码:CZ8X4G8X9Z6 HT7D3E7G7B7 ZI7H6E1K2T3文档编码:CZ8X4G8X9Z6 HT7D3E7G7B7 ZI7H6E1K2T3文档编码:CZ8X4G8X9Z6 HT7D3E7G7B7 ZI7H6E1K2T3文档编码:CZ8X4
7、G8X9Z6 HT7D3E7G7B7 ZI7H6E1K2T3文档编码:CZ8X4G8X9Z6 HT7D3E7G7B7 ZI7H6E1K2T3文档编码:CZ8X4G8X9Z6 HT7D3E7G7B7 ZI7H6E1K2T3文档编码:CZ8X4G8X9Z6 HT7D3E7G7B7 ZI7H6E1K2T3文档编码:CZ8X4G8X9Z6 HT7D3E7G7B7 ZI7H6E1K2T3文档编码:CZ8X4G8X9Z6 HT7D3E7G7B7 ZI7H6E1K2T3文档编码:CZ8X4G8X9Z6 HT7D3E7G7B7 ZI7H6E1K2T3文档编码:CZ8X4G8X9Z6 HT7D3E7G7B7 Z
8、I7H6E1K2T3文档编码:CZ8X4G8X9Z6 HT7D3E7G7B7 ZI7H6E1K2T3文档编码:CZ8X4G8X9Z6 HT7D3E7G7B7 ZI7H6E1K2T3文档编码:CZ8X4G8X9Z6 HT7D3E7G7B7 ZI7H6E1K2T3文档编码:CZ8X4G8X9Z6 HT7D3E7G7B7 ZI7H6E1K2T3优秀学习资料欢迎下载与一次函数的表达式8.已知6yx,利用反比例函数的增减性,求当x-2.5 时,y 的取值范围-第 5 页,共 7 页精品p d f 资料 可编辑资料-文档编码:CZ8X4G8X9Z6 HT7D3E7G7B7 ZI7H6E1K2T3文档编码:
9、CZ8X4G8X9Z6 HT7D3E7G7B7 ZI7H6E1K2T3文档编码:CZ8X4G8X9Z6 HT7D3E7G7B7 ZI7H6E1K2T3文档编码:CZ8X4G8X9Z6 HT7D3E7G7B7 ZI7H6E1K2T3文档编码:CZ8X4G8X9Z6 HT7D3E7G7B7 ZI7H6E1K2T3文档编码:CZ8X4G8X9Z6 HT7D3E7G7B7 ZI7H6E1K2T3文档编码:CZ8X4G8X9Z6 HT7D3E7G7B7 ZI7H6E1K2T3文档编码:CZ8X4G8X9Z6 HT7D3E7G7B7 ZI7H6E1K2T3文档编码:CZ8X4G8X9Z6 HT7D3E7G
10、7B7 ZI7H6E1K2T3文档编码:CZ8X4G8X9Z6 HT7D3E7G7B7 ZI7H6E1K2T3文档编码:CZ8X4G8X9Z6 HT7D3E7G7B7 ZI7H6E1K2T3文档编码:CZ8X4G8X9Z6 HT7D3E7G7B7 ZI7H6E1K2T3文档编码:CZ8X4G8X9Z6 HT7D3E7G7B7 ZI7H6E1K2T3文档编码:CZ8X4G8X9Z6 HT7D3E7G7B7 ZI7H6E1K2T3文档编码:CZ8X4G8X9Z6 HT7D3E7G7B7 ZI7H6E1K2T3文档编码:CZ8X4G8X9Z6 HT7D3E7G7B7 ZI7H6E1K2T3文档编码:
11、CZ8X4G8X9Z6 HT7D3E7G7B7 ZI7H6E1K2T3文档编码:CZ8X4G8X9Z6 HT7D3E7G7B7 ZI7H6E1K2T3文档编码:CZ8X4G8X9Z6 HT7D3E7G7B7 ZI7H6E1K2T3文档编码:CZ8X4G8X9Z6 HT7D3E7G7B7 ZI7H6E1K2T3文档编码:CZ8X4G8X9Z6 HT7D3E7G7B7 ZI7H6E1K2T3文档编码:CZ8X4G8X9Z6 HT7D3E7G7B7 ZI7H6E1K2T3文档编码:CZ8X4G8X9Z6 HT7D3E7G7B7 ZI7H6E1K2T3文档编码:CZ8X4G8X9Z6 HT7D3E7G
12、7B7 ZI7H6E1K2T3文档编码:CZ8X4G8X9Z6 HT7D3E7G7B7 ZI7H6E1K2T3文档编码:CZ8X4G8X9Z6 HT7D3E7G7B7 ZI7H6E1K2T3文档编码:CZ8X4G8X9Z6 HT7D3E7G7B7 ZI7H6E1K2T3文档编码:CZ8X4G8X9Z6 HT7D3E7G7B7 ZI7H6E1K2T3文档编码:CZ8X4G8X9Z6 HT7D3E7G7B7 ZI7H6E1K2T3文档编码:CZ8X4G8X9Z6 HT7D3E7G7B7 ZI7H6E1K2T3文档编码:CZ8X4G8X9Z6 HT7D3E7G7B7 ZI7H6E1K2T3文档编码:
13、CZ8X4G8X9Z6 HT7D3E7G7B7 ZI7H6E1K2T3文档编码:CZ8X4G8X9Z6 HT7D3E7G7B7 ZI7H6E1K2T3文档编码:CZ8X4G8X9Z6 HT7D3E7G7B7 ZI7H6E1K2T3文档编码:CZ8X4G8X9Z6 HT7D3E7G7B7 ZI7H6E1K2T3文档编码:CZ8X4G8X9Z6 HT7D3E7G7B7 ZI7H6E1K2T3文档编码:CZ8X4G8X9Z6 HT7D3E7G7B7 ZI7H6E1K2T3文档编码:CZ8X4G8X9Z6 HT7D3E7G7B7 ZI7H6E1K2T3文档编码:CZ8X4G8X9Z6 HT7D3E7G
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