A sequence {Sᵢ} is bounded if

1
Sᵢ ≥ k for all i belongs to \(\mathbb N\), Sᵢ ≤ K for all i belongs to \(\mathbb N\)
2
Sᵢ < K for all i belongs to \(\mathbb N\)
3
Sᵢ ≥ k for all i belongs to \(\mathbb N\)
4
Sᵢ ≤ K for all i belongs to \(\mathbb N\)

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