Informal LogicFallacies of Presumption and Weak Induction

Hasty Generalization

A hasty generalization draws a conclusion about a whole group from a sample that is too small or not typical.

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Now come the fallacies of weak induction: arguments whose premises give some support, but far too little. The first is the bad generalization.

Key idea

A hasty generalization draws a conclusion about a whole group from a sample that is too small or not typical of the group.

Why it works

A few cases can differ from the whole group by chance, and an unusual sample differs in a steady way. Two rude people from a town tell you about two people, not about the town.
A leap from a few cases to the whole group.

Worked example: Too small

"The first ten pages of the book were slow, so the whole book is boring."
  1. Ten pages is a small and possibly untypical part of the book.
  2. Openings are often slower than the rest.

Answer: Hasty generalization.

Worked example: A fair sample

"The cook tasted a spoonful from the well-stirred pot of soup and it was too salty. So the whole pot is too salty."
  1. A well-stirred pot is the same throughout.
  2. So one spoonful is a typical sample.

Answer: Not a fallacy.

Two quick questions catch most hasty generalizations: how many cases were there, and how were they picked? A big, fairly chosen sample can support a general claim; a handful of cases picked by chance encounter cannot.

Common mistake

Confusing hasty generalization with accident (later in this unit). Hasty generalization goes up from a few cases to a rule. Accident goes down: it applies a good rule to a case the rule was not made for.

Practice

Pass with 3 right answers, the last 2 in a row. Each right answer earns 1 XP.

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Builds on

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Sources and further reading

  • OpenStax Introduction to Philosophy, 5.5 Informal Fallacies
  • Internet Encyclopedia of Philosophy, "Fallacies"
  • Patrick Hurley, A Concise Introduction to Logic, chapter 3 (fallacies of weak induction and presumption)
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