I am reading Conway introduction to complex analysis. I don't understand why is $A$ open. If $y \in B(a;1)$. It follows that
$$|y| <= |y - a| + |a| < 2$$
I am reading Conway introduction to complex analysis. I don't understand why is $A$ open. If $y \in B(a;1)$. It follows that
$$|y| <= |y - a| + |a| < 2$$
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