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21 January, 23:58

Given: p is true

Prove: p → q is true

Assume p and ~q are both true. ~q → r, and r → ~p. Therefore, ~p and p cannot be true, so p and ~q cannot be true. Therefore, p → q is true.

What type of proof is illustrated above?

A.

proof by contradiction

B.

proof by contraposition

C.

proof by law of detachment

D.

proof by theorem

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Answers (1)
  1. 22 January, 03:44
    0
    I put D and it was correct.
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