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Deductive Reasoning Flashcards

7 cards from real CCTST practice questions. Tap to flip, then mark Knew It or Still Learning — missed cards come back until you master them.

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  1. The argument form 'P → Q; P; therefore Q' is called:

    Answer: Modus ponens

    Modus ponens (affirming the antecedent) concludes Q when both P→Q and P are given.

  2. Some athletes are vegetarians. All vegetarians avoid red meat. Which conclusion must be true?

    Answer: Some athletes avoid red meat

    The vegetarian athletes (some athletes) must avoid red meat, making 'some athletes avoid red meat' necessarily true.

  3. If a syllogism has a true conclusion, it must be valid. Which statement best identifies the flaw in this claim?

    Answer: A true conclusion can result from an invalid argument

    An invalid argument can accidentally produce a true conclusion; validity concerns the argument's structure, not the conclusion's truth value.

  4. No one who cheats on exams graduates with honors. Taylor graduated with honors. What follows?

    Answer: Taylor did not cheat on exams

    Modus tollens: honors graduation is incompatible with cheating, so an honors graduate cannot be a cheater.

  5. All X are Y. No Y are Z. Which conclusion follows with certainty?

    Answer: No X are Z

    X is a subset of Y, and Y excludes Z entirely; therefore X, being within Y, must also exclude Z.

  6. A deductive argument is 'sound' if and only if it is:

    Answer: Valid with all true premises

    Soundness requires both validity (correct logical structure) and all premises being actually true.

  7. If P then Q. If Q then R. P is true. What must be true?

    Answer: Both Q and R are true

    P→Q with P true gives Q; Q→R with Q true gives R; both conclusions hold by successive modus ponens.

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