13. (p V q ) V r p V ( q V r ) A) Equivalent B) Not equivalent 14. (p V q ) V r

Question

13. (p V q ) V r p V ( q V r ) A) Equivalent B) Not equivalent 14. (p V q ) V r p V (q V r ) A) Equivalent B) Not equivalent Identify the standard form for each of the following arguments. 15. p -> q ~q ____________ * ~q ** A) Fallacy of the Converse B) Law of Syllogism C) Law of Contraposition D) Fallacy of the Inverse 16. p -> q q -> r ___________ * p -> r ** A) Law of Contraposition B) Fallacy of the Inverse C) Fallacy of the Converse D) Law of Syllogism Use a truth table to determine the validity of the following argument. 17. p -> q ~p _____________ * ~q ** A) Valid B) Invalid Determine if each of the following arguments is valid or invalid

Explanation / Answer

B) Not equivalent A) Equivalent C) Law of Contraposition C) Fallacy of the Converse B) Invalid

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