What is Overgeneralization?
Overgeneralization refers to sweeping generalizations based on an opinions, anecdotes, assumptions, or prejudices.
Here are some examples of overgeneralization:
- Pit bulls are aggressive.
- Rich people are greedy.
- Beautiful people are conceited.
- Politicians are corrupt.
- People who commit crimes come from troubled backgrounds.
- College students love partying.
- Marijuana users are lazy.
- People always demand too much of my time.
- Why do I always catch every red light?
- She always forgets to buy milk.
Each of these sentences presents propositions as facts. These sort of murky, underdeveloped thoughts are not grounded in authoritative evidence. Thus, this is a formal logic error, a logical fallacy.
Synonyms
Overgeneralization may also be known as
- a sweeping statement
- a distorted statement
- a lack of reasoning
- a logical fallacy
- a cognitive error
- a logical error
- a methodological error
Related Concepts: Authority (in Speech and Writing); News or Opinion?
Why Does Overgeneralization Matter?
When writers or speakers overgeneralize in public writing and workplace contexts, audiences are likely to dismiss whatever they say.
Overgeneralization undermines a writer or speaker’s ethos. Educated audiences engage in critical literacy practices. They question the authority and accuracy of information. So, when writers and speakers use overgeneralization in their discourse, audiences are likely to dismiss their work as unprofessional–as writer-based.
To educated audiences, overgeneralization may signal
- underdeveloped thinking (reflecting laziness)
- a lack of understanding of academic writing conventions and professional writing conventions.
How to Avoid Generalization
Engage in critical literacy practices when reviewing your work (or the compositions of others).
- Does the statement make an assumption about a group of people, things, or a topic?
- Can the statement be backed up in my evidence?
- Is the statement true in all cases? If not, have I sufficiently explained exceptions to the statement?
- Have I considered situations in which this statement may not apply?