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Philosophy · College · College and University

Logic and Fallacies I

Core formal logic concepts and common informal logical fallacies with a short example of each, set I.

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35 basic cards for College Philosophy. Set 1 of 2 in Logic and Fallacies. It opens with "What is a proposition?" and "What does it mean for an argument to be valid?". Study it alongside the other College sets below.

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What is a proposition?
Show answerA statement that can be true or false.
What does it mean for an argument to be valid?
Show answerThe conclusion follows necessarily from the premises.
What is a sound argument?
Show answerA valid argument with all true premises.
What is a deductive argument?
Show answerAn argument where the conclusion must follow from the premises.
What is an inductive argument?
Show answerAn argument where the conclusion probably follows from the premises.
What is a premise?
Show answerA statement offered as evidence to support a conclusion.
What is a conclusion in an argument?
Show answerThe statement that is argued for based on the premises.
What is modus ponens?
Show answerIf P then Q; P is true; therefore Q is true.
What is modus tollens?
Show answerIf P then Q; Q is false; therefore P is false.
What is a tautology?
Show answerA statement that is always true regardless of circumstances.
What is a contingent statement?
Show answerA statement that may be true or false depending on circumstances.
What is a logical operator?
Show answerA word or symbol that connects propositions, such as AND, OR, or NOT.
What is a conjunction?
Show answerA compound statement using AND; true only when both parts are true.
What is a disjunction?
Show answerA compound statement using OR; true when at least one part is true.
What is negation?
Show answerA statement prefixed with NOT, reversing the truth value.

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