From the statements: All desks are pillars. All pillars are circles. Some circles are squares. Some squares are rectangles, which conclusion follows? A) Some rectangles are pillars... From the statements: All desks are pillars. All pillars are circles. Some circles are squares. Some squares are rectangles, which conclusion follows? A) Some rectangles are pillars. B) Some pillars are squares. C) Some squares are desks. D) Some circles are desks.
Understand the Problem
The question is asking us to deduce logical conclusions based on the relationships provided in the statements about desks, pillars, circles, squares, and rectangles. We need to analyze the premises to see which conclusion logically follows.
Answer
Some circles are desks.
Some circles are desks.
Answer for screen readers
Some circles are desks.
More Information
Based on syllogisms, when all desks are pillars and all pillars are circles, logically some circles must also be desks.
Tips
A common mistake in solving such syllogism problems is assuming relations not explicitly stated by the statements given, especially for 'some' relationships.
Sources
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