For real numbers $x , y$ and $z$ $$\begin{aligned}
& y > 0 \\
& x - y > z
\end{aligned}$$ Given this, which of the following is always true? A) $x > z$ B) $x > y$ C) $z > y$ D) $x > 0$ E) $z > 0$
For real numbers $x , y$ and $z$
$$\begin{aligned}
& y > 0 \\
& x - y > z
\end{aligned}$$
Given this, which of the following is always true?\\
A) $x > z$\\
B) $x > y$\\
C) $z > y$\\
D) $x > 0$\\
E) $z > 0$