recall that the vertex of
x-h = a(y-k)^2
is at (h,k). Look at your function and you see that
x-4 = -1/3 (y-0)^2
so the vertex is at (4,0)
Now use your knowledge that the vertex lies on the axis of symmetry, and you're almost home free.
Find the coordinates of the vertex and the equation of the axis of symmetry of the parabola given by the equation.
x = −1/3y^2+4
vertex
(x, y) =
axis of symmetry
Sketch the graph.
1 answer