Given the statements below, you can conclude that Shape $x$ is not Shape $Z.$

Shape $x$ is Shape $Y.$

Shape $Y$ is not Shape $Z.$

Select the single best answer:

A$.$ True, because if Shape $x$ is Shape $Y$ and Shape $Y$ is not Shape $Z,$ then Shape $x$ cannot be Shape $Z.$

B$.$ False, because Shape $x$ can still be Shape $Z$ even if Shape $Y$ is not Shape $Z.$

C$.$ True, because Shape $x$ and Shape $Z$ are different shapes.

D$.$ False, because Shape $x$ is Shape $Y,$ and Shape $Y$ is Shape $Z.$

E$.$ True, because Shape $Y$ acts as a bridge between Shape $x$ and Shape $Z.$