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Prove by explicitly constructing an example.
∃x: P(x) by constructing specific xRevelation was conveyed through an unlettered Prophet ﷺ, demonstrating its divine source.
∃x: Unlettered(x) ∧ Produced(x, Quran) → ∃ Divine_SourceWe construct evidence for divine revelation: (1) The Prophet ﷺ was unlettered (al-ummi)—he could not read or write. (2) Yet he conveyed a text of unmatched linguistic perfection that silenced Arab poets. (3) The text contains profound legal wisdom, historical knowledge, and metaphysical truths inaccessible to a 7th-century merchant. (4) The vast disparity between the messenger's capacity and the message's sophistication demonstrates an external divine source.
This is a constructive proof: we demonstrate the existence of revelation by constructing concrete evidence—the Quran itself. When an effect far surpasses the capacity of its apparent cause, we must posit a higher cause.
This proof demonstrates the logical foundations of Islamic beliefs through rigorous philosophical methodology.