(a): find the coordinates of the vertex (b): find the intercept(s). for both the x- and y-intercepts, make sure to do the following: -if there is more than one, seperate them with commas. -if there are none, write "none" x-intercept(s): __ y-intercept(s): __ (c): find the equation of the axis of symmetry equation of axis of symmetry:

In this question, you just need to locate and write the coordinates.

a) Vertex is the maximum or the minimum of the parabola. In this case, the point's coordinates are (2, -9).

b) Intercepts are the points where the parabola intersects with the axes.

x-intercepts for this parabola are: (-4, 0), (8, 0).

y-intercept for this parabola is: (0, -8).

c) The AoS is the vertical line which goes through vertex and divides the parabola in half.

In this case, the axis of symmetry is x=2.

The answer is -pie over 2