1.设解析式为y=ax^2+bx+c
则:{-2=a+b+c}
{-3=c}
{-6=a-b+c}
即 a=-1,b=2,c=-3
y=-x^2+2x-3
2.设解析式y=a(x-3)^2+5过(1,11)
则; 11=4a+5
a=3/2
y=3/2x^2-9x+37/2
3.设解析式y=a(x-1+根号2)(x-1-根号2)过(0,-2)
则; -2=a(-1+根号2)(-1-根号2)
a=2
y=2x^2=4x-2
1.设解析式为y=ax^2+bx+c
则:{-2=a+b+c}
{-3=c}
{-6=a-b+c}
即 a=-1,b=2,c=-3
y=-x^2+2x-3
2.设解析式y=a(x-3)^2+5过(1,11)
则; 11=4a+5
a=3/2
y=3/2x^2-9x+37/2
3.设解析式y=a(x-1+根号2)(x-1-根号2)过(0,-2)
则; -2=a(-1+根号2)(-1-根号2)
a=2
y=2x^2=4x-2