\(S \quad \underline{N}\quad I \quad P\) (NICE) \(P \quad A \quad \underline{C}\quad E\) \[\] \(T \quad \underline{E \quad A} \quad R\) (EAST) \(F \quad A \quad \underline{S \quad T}\) \[\] \(T \quad \underline{R \quad A} \quad Y\) (RARE) \(F \quad I \quad \underline{R} \quad E\) \[\] \(P \quad \underline{O \quad U} \quad T\) (OURS) \(C \quad A \quad \underline{R \quad S}\) \[\] So from the same logic we can say \[\] \(C \quad \underline{A \quad N} \quad E\) (Ants) \(B \quad A \quad \underline{T \quad S}\) \[\] Choice (C)\[\]