Evaluate scenarios A–E, then report the \(\text{complete}~\text{set}\) with experimental probability exactly equal to theoretical probability.

A. A fair coin has theoretical heads probability \(1/2\); heads occurred \(9~\text{times}\) in \(18~\text{flips}\).
B. A bag has \(4\) red and \(6\) blue marbles, so red has theory \(2/5\); red occurred \(8~\text{times}\) in \(25~\text{replacement}~\text{draws}\).
C. A spinner has \(5\) equal sections with \(2\) stars, so star has theory \(2/5\); star occurred \(12~\text{times}\) in \(30~\text{spins}\).
D. A cube result above \(4\) has theory \(1/3\); it occurred \(6~\text{times}\) in \(24~\text{rolls}\).
E. A box has \(3\) gold and \(9\) silver tokens, so gold has theory \(1/4\); gold occurred \(10~\text{times}\) in \(40~\text{replacement}~\text{draws}\).