In each of the questions below are given some statements followed by t...
Statement: All Logical are critical. Some logical are Puzzle.
Conclusion I: All Puzzle are Critical
Conclusion II: Some Puzzle are not Critical
Explanation:
To determine whether the conclusions logically follow from the given statements, we need to analyze the statements and check if they provide enough information to support the conclusions.
Statement Analysis:
- The first statement states that "All Logical are critical." This means that every logical thing is critical.
- The second statement states that "Some logical are Puzzle." This means that there exists at least one logical thing that is also a puzzle.
Conclusion I: All Puzzle are Critical
To determine the validity of this conclusion, we need to analyze the given statements. Although the second statement tells us that some logical things are puzzles, it does not provide any direct information about the relationship between puzzles and criticality. Therefore, we cannot conclude that all puzzles are critical based on the given statements. Thus, conclusion I does not logically follow.
Conclusion II: Some Puzzle are not Critical
To determine the validity of this conclusion, we need to analyze the given statements. The first statement tells us that all logical things are critical. Since some logical things are puzzles according to the second statement, it follows that some puzzles are critical. However, this does not necessarily mean that all puzzles are critical. Therefore, we can conclude that some puzzles may not be critical based on the given statements. Thus, conclusion II logically follows.
Conclusion:
Based on the analysis above, we can conclude that only conclusion II logically follows from the given statements. Therefore, the correct answer is option C - "If either conclusion I or II follows."
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