Let \(a,b,c,z \) be complex numbers such that \(|a| = |b| = |c| > 0 \) and \(az^2 + bz + c = 0 \) Find the largest possible value of \(|z| \).
Stop cheating on homework...
Stop cheating on your aops homework!
People, please don't answer him.
I'm a "her" FYI
and you are calling other people cheaters...
oof get exposed your a cheater wow thats kind of sad
+143 
