Observe the graph:

The parent function is cubic function .

The graph is reflected in the -axis.

Inflection point of the parent function is .

Inflection point of is .

The graph of appears to be reflected in the -axis , units to the right and translated units up.

Let represents the dilation.

So far, we have .

Use the point to determine the dilation.

Since , the graph expanded vertically.

The function is .

Therefore, the graph of is the graph of translated units to the right, expanded vertically, reflected in the -axis, and translated units up.

Parent function is .

The graph of is the graph of translated units to the right, expanded vertically, reflected in the -axis, and translated units up.