First, we can rewrite by moving the numerator in front of the fraction. In that way, we can see that the fraction is the parent function Let's start by recalling possible transformations of the parent function
|Function||Transformation of the Graph of|
| Vertical stretch or compression by a factor of |
If it is a vertical stretch.
If it is a vertical shrink.
|Reflection across the axis.|
Now, let's consider the given function. We can see that Therefore, the graph of is a vertical shrink of the graph of by a factor of followed by a reflection across the axis.