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Some players are not tall

Statements:

  1. All tall people are players.
  2. Some players are not tall.

Conclusions: I. Some players are tall. II. All players are tall.

Which conclusion follows?

Show the answer and the worked solution

Correct answer: A.

Only I

Worked solution

  1. All tall people are players, and tall people exist, so some players are tall: I follows.
  2. Statement 2 says some players are not tall, which directly contradicts II.

Answer: Only I.

The idea

When a statement directly contradicts a conclusion, that conclusion can be rejected without any drawing at all.

Shortcut. I is statement 1 converted ('All tall people are players' → 'some players are tall'); II is the exact contradictory of statement 2.

Common trap. "Neither" — rejecting I as a reversed 'all' statement; the limited converse holds because tall people exist.

Some players are not tall — Syllogisms Aptitude Question

Some players are not tall: Statements: All tall people are players. Some players are not tall. Conclusions: I. Answer and worked solution on CodeKairo.

Question

Statements:

  1. All tall people are players.
  2. Some players are not tall.

Conclusions: I. Some players are tall. II. All players are tall.

Which conclusion follows?

Options

  1. Only I
  2. Only II
  3. Both
  4. Neither
Show the answer and the worked solution

Correct answer: A. Only I

Worked solution

  1. All tall people are players, and tall people exist, so some players are tall: I follows.
  2. Statement 2 says some players are not tall, which directly contradicts II.

Answer: Only I.

The idea

When a statement directly contradicts a conclusion, that conclusion can be rejected without any drawing at all.

Shortcut. I is statement 1 converted ('All tall people are players' → 'some players are tall'); II is the exact contradictory of statement 2.

Common trap. "Neither" — rejecting I as a reversed 'all' statement; the limited converse holds because tall people exist.

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