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Inductive Reasoning Flashcards

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  1. A child touches a hot stove and gets burned. She touches it again and gets burned. She concludes that touching the stove always causes burns. This is an example of:

    Answer: Enumerative induction

    Enumerative induction involves observing repeated instances of a pattern and generalizing to a universal rule.

  2. Which factor does NOT affect the strength of an inductive argument?

    Answer: Whether the argument uses formal notation

    Formal notation is a feature of deductive logic; inductive strength depends on evidential factors like sample quality.

  3. An argument concludes: 'Since this coin landed heads 9 times in a row, it will probably land tails next.' This is an example of the:

    Answer: Gambler's fallacy

    The gambler's fallacy assumes past random events influence future independent events, which they do not.

  4. A scientist observes that plants in a greenhouse grow faster when classical music is played. She repeats the experiment 20 times with the same result. Her best next step to strengthen the inductive argument is to:

    Answer: Test with varied plant species and music types

    Testing varied conditions improves the generalizability and strength of an inductive conclusion.

  5. A journalist interviews 5 residents of Beverly Hills and concludes that all Californians are wealthy. This argument is weak primarily because:

    Answer: The sample is too small and unrepresentative

    A small, geographically and economically unrepresentative sample cannot support a generalization about all Californians.

  6. Which of the following is the best example of a strong inductive argument?

    Answer: In 500 random trials, 498 produced the predicted result, so the hypothesis is well-supported

    A large number of consistent trials with a random sample provides strong inductive support for a hypothesis.

  7. The phrase 'inductive leap' refers to:

    Answer: Moving from specific observations to a general conclusion

    An inductive leap is the inferential move from observed specifics to a broader generalization or explanation.

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