**Question: **Testing a membership script.

This is a test question

**Solution: **y-intercept: 0, x-intercept: 0, vertical asymptote at 1

Differentiating the function, we get:

_{}

That means that the function is increasing on _{} and decreasing on_{}. The critical points are 0 (local maximum) and 2 (local minimum). We differentiate again to get:

_{}

_{}

That implies that the function is concave up on _{} and concave down on_{}. The inflection points are _{}and _{}