Philosophy I / Natural Deduction: The Rules
Practice question · Numerical answer

A proof of "if P then Q" by conditional introduction requires how many assumptions to be made and then discharged?

Hints
  1. Conditional introduction supposes the antecedent.
  2. That is one assumption, discharged when the conditional is concluded.
Show the answer

1

Why

One: the antecedent is assumed, the consequent derived, and the assumption discharged as the conditional is asserted. The proof that results depends only on the original premises.

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