Axis of Symmetry

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Notes

Axis of Symmetry
Formula Axis of Symmetry
y=ax2+bx+c
x=b2a
y=(xh)2+k
x=h
y=(xp)(xq)
x=p+q2


Practice Problems

Identify the axis of symmetry.

1) y=x2+4x8
2) y=(x3)2+4
3) y=(x3)(x5)
4) y=(x+2)(x8)
5) y=(x+5)21
6) y=x28x+3
7) y=x2+2x+5
8) y=3x26x+2
9) y=2x212x+4


See Related Pages

 All Conic Section Notes
 Equation of a Circle
(xh)2+(yk)2=r2
 Parabolas
y=a(xh)2+k
 Axis of Symmetry
x=b2a
 Ellipses
(xh)2a2+(yk)2b2=1
 Area of Ellipses
Area=πab
 Hyperbolas
(xh)2a2(yk)2b2=1
 Conic Sections- Completing the Square
x2+8x+y26y=11(x+4)2+(y3)2=36
 Conic Sections- Parametric Equations
x=h+rcost
y=k+rsint
 Degenerate Conics
x2y2=0


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