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Statement: Some students are athletes. Argument: Therefore, all students are ath

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Question: Statement: Some students are athletes. Argument: Therefore, all students are athletes.

Options:

  1. Argument is strong.
  2. Argument is weak.
  3. Argument is irrelevant.
  4. Argument is valid.

Correct Answer: Argument is weak.

Solution: 

The argument is weak because it incorrectly generalizes that all students are athletes based on a subset.

Statement: Some students are athletes. Argument: Therefore, all students are ath

Practice Questions

Q1
Statement: Some students are athletes. Argument: Therefore, all students are athletes.
  1. Argument is strong.
  2. Argument is weak.
  3. Argument is irrelevant.
  4. Argument is valid.

Questions & Step-by-Step Solutions

Statement: Some students are athletes. Argument: Therefore, all students are athletes.
  • Logical Fallacy – The argument commits the fallacy of hasty generalization by assuming that a subset (some students) applies to the whole (all students).
  • Quantifiers in Logic – Understanding the difference between 'some' and 'all' is crucial in evaluating the validity of arguments.
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