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## Match the following terms:

List - I List - II (a) Vacuous proof (i) A proof that the implication p→q is true based on the fact that p is false (b) Trivial proof (ii) A proof that the implication p→q is true based on the fact that q is true (c) Direct proof (iii) A proof that the implication p→q is true that proceeds by showing that q must be true when p is true. (d) Indirect proof (iv) A proof that the implication p→q is true that proceeds by showing that p must be false when q is false.Codes:(A) (a-i) (b-ii) (c-iii) (d-iv)

(B) (a-ii) (b-iii) (c-i) (d-iv)

(C) (a-iii) (b-ii) (c-iv) (d-i)

(D) (a-iv) (b-iii) (c-ii) (d-i)

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