Must be FalseDiff: Easy
Logic Breakdown
Passage Summary: Samantha enjoys two specific teas, but her friends only ever like one or the other of those two; however, every single friend enjoys black tea.
Reasoning: No reasoning (Fact Set).
Analysis: This is a formal logic problem where we must identify a violation of the established rules. We know that for any friend, they must like black tea and they cannot like both oolong and green tea simultaneously. The 'Must be False' answer will likely describe a friend who either dislikes black tea or manages to enjoy both oolong and green tea, which would be quite the social faux pas in Samantha's circle.
Reasoning: No reasoning (Fact Set).
Analysis: This is a formal logic problem where we must identify a violation of the established rules. We know that for any friend, they must like black tea and they cannot like both oolong and green tea simultaneously. The 'Must be False' answer will likely describe a friend who either dislikes black tea or manages to enjoy both oolong and green tea, which would be quite the social faux pas in Samantha's circle.
Passage Stimulus
Passage Redacted
Unlock Full Passage2.If the statements above are true, each of the following could be true EXCEPT:
Correct Answer
E
If one of Samantha’s friends likes all the kinds of tea Samantha likes, that friend would like both O and G. But no friend likes both. So this cannot be true (it must be false).
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