axis of symmetry
y=-2(x-1)2+1
1
y=(x+12)2-5
(-12, -5)
x2+4x+3=0
Two Solutions
3x2+x-2=0
4/6, -1
y=2x2+3
y=2(x2)+3
y=(x-3)2+2
3
(-4, 3)
2x2-4x+10=0
5x2+2x-3
-1, 6/10
y=-2x2-12x-12
y=-2(x+3)2+6
y=2(x+9)2-1
-9
y=3(x+4)+8
x2-10x+25=0
3x2+2x-1
-2/6, -1
y=x2-4x+2
y=(x-2)2-2
y=-2(x+4)2-6
-4
y=(x-5)+7
(5, 7)
x2+2x+1=0
One Solution
2x2+4x+2
-1
f(x)=-x2-2x-5
f(x)=-(x+1)2-4
y=5(x+7)2-5
-7
y=3(x-3)+4
(3, 4)
x2-2x-7=0
Two Solutions
8x2+4x-2
-4+-*80//16
f(x)=2x2+8x-7
f(x)=2(x+2)2-15