Fallacy of four terms
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Fallacy of four terms
The fallacy of four terms () is the logical fallacy that occurs when a categorical syllogism has four terms. ExplanationCategorical syllogisms always have three terms:
Here, the three terms are: "goldfish," "fish," and "fins." Using four terms invalidates the syllogism:
The premises don't connect "humans" with "fins", so the reasoning is invalid. Notice that there are four terms: "fish", "fins", "goldfish" and "humans". Two premises aren't enough to connect four different terms, since in order to establish connection, there must be one term common to both premises. In everyday reasoning, the fallacy of four terms occurs most frequently by equivocation: using the same word or phrase but with a different meaning each time, creating a fourth term even though only three distinct words are used:
The word "nothing" in the example above has two meanings, as presented: "nothing is better" means the thing being named has the highest value possible; "better than nothing" means the thing being described has only marginal value. Therefore, "nothing" acts as two different words in this example, thus creating the fallacy of four terms. Another example of equivocation, a more tricky one:
This is more clear if you use "is touching" instead of "touches." It then becomes clear that "touching the pen" is not the same as "the pen," thus creating four terms: "the hand" "touching the pen", "the pen", "touching the paper." A correct form of this statement would be:
Now the term "the pen" has been eliminated, leaving three terms. The fallacy of four terms is a syllogistic fallacy. Types of syllogism to which it applies include statistical syllogism, hypothetical syllogism, and categorical syllogism, all of which must have exactly three terms. External links
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