#### Answer

The graph is attached.

#### Work Step by Step

This function is in the form $a(x-p)(x-q)$. We know that the axis of symmetry is $\frac{p+q}{2}$. We also know that p and q are the x coordinates of the x intercepts. Also, we know that $a$ determines how steep the curve is, and we know that if $a$ is positive, the graph faces up, while if $a$ is negative, the graph faces down.
Note, in the given graph, the axis of symmetry is the purple line, and the black point is the vertex.