2017_2018学年九年级数学下册第五章二次函数第50讲二次函数y=ax2bxc的图象课后练习(新版)苏科版.doc

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1、 1 -第 50 讲 二次函数 y=ax2+bx+c 的图象题一: 已知二次函数 y = x22 x3 求出这个函数图象的顶点坐标题二: 已知二次函数 y = x24 x6 求出这个函数图象的顶点坐标题三: 写出下列 函数的开口方向、对称轴和顶点坐标( 1) y = x2+6x5(2) y = 2x23 x1题四: 写出下列 函数的开口 方向、对称轴和顶点坐标(1) y = x2+2x8(2) y = 2x24 x52第 50 讲 二次函数 y=ax2+bx+c 的图象题一: (1,4 ) 详解: y = x22 x3=( x1) 24 ,顶点坐标是(1, 4) 题二: (2 ,2 ) 详解

2、 y = x2 4x6= ( x2+4x+4) 2= ( x+2)22 ,顶点坐标是(2 ,2 ) 题三: 见详解详解:(1) y= x2+6x5= ( x3) 2+4, a0,抛物线 y = x2+6x5 的开口方向下,顶点坐标为(3,4) ,对称轴是 x =3(2) y = 2x23 x1=2( x2 x+ 916 ) = 2(x 34)2 178, a0,抛物线开口向上,对称轴为 x = 4,顶点坐标为( , ) 题四: 见详解详 解:(1) a =1,开口方向向上;原二次函数经变形得: y =(x+1)2 9 ,故顶点为 (1 ,9 ) ,对称轴是 x =1 (2) y=2x24 x5 的二次项系数为 2,开口方向向 上;y=2x24 x5=2( x1) 27 ,顶点坐标为(1,7 ) ,对称轴为 x =1

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