F ⊃ ∼H
A) Pure hypothetical syllogism.
B) Constructive dilemma.
C) Invalid.
D) Affirming the consequent.
E) Disjunctive syllogism.

Name: F ⊃ ∼H A) Pure hypothetical syllogism. B) Constructive dilemma. C) Invalid. D) Affirming the consequent. E) Disjunctive syllogism.
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Question

F ⊃ ∼H 
A) Pure hypothetical syllogism. 
B) Constructive dilemma. 
C) Invalid. 
D) Affirming the consequent. 
E) Disjunctive syllogism.

Quizplus · Accepted Answer

This is an invalid argument. The presence of the negation in F does not allow us to make any inferences about H. Therefore, we cannot rule out the possibility of either H or ~H being true based on the information given.