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What fallacy is committed when someone concludes that what is true of some individuals must be true of the entire group?

a. Fallacy of Composition

b. Fallacy of Division

c. Fallacy of Equivocation

d. Fallacy of Begging the Question

User Mzonerz
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Final answer:

The Fallacy of Composition is when one assumes what is true for individuals applies to the group as a whole.

Step-by-step explanation:

The Fallacy of Composition occurs when an individual erroneously infers that what is true of some parts or individuals within a group must necessarily be true of the entire group. This logical fallacy stems from the mistaken assumption that characteristics or properties belonging to the constituents of a whole must also apply universally to the entirety of that whole.

The fallacy arises when someone generalizes attributes or traits from a subset to the entire group without sufficient evidence to support such a conclusion. It overlooks the potential diversity or variations that may exist within the larger entity, leading to a flawed inference.

It is crucial to distinguish the Fallacy of Composition from other fallacies. While the Fallacy of Composition involves extending properties from parts to the whole, the Fallacy of Division, in contrast, incorrectly attributes characteristics of the whole to its individual components. Additionally, the Fallacy of Equivocation involves the misleading use of ambiguous terms, and the Fallacy of Begging the Question occurs when an argument's premise assumes the truth of the conclusion.

Recognizing the Fallacy of Composition is essential for sound reasoning, as it prompts individuals to critically evaluate whether properties observed in some parts can genuinely be extrapolated to the entire group, considering the potential diversity and complexity inherent in collective entities.

User Sesame
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