If \(A\) \(=\) \(\{\)\(b\)\(o\), \(r\), \(k\)\(\}\), \(B\) \(=\) \(\{\)\(d\), \(i\), \(k\)\(\}\) and \(C\) \(=\) \(\{\)\(b\), \(i\), \(k\)\(\}\), then find \(A \cap (B \cup C)\).
 
\(A \cap (B \cup C)\) \(=\)