Asked by hhh
Consider the following sets:
A = {x | x is alive}
F = {x | x is in France}
M = {x | x is a national monument}
W = {x | x is a woman}
Which statements are true regarding elements of the given sets? Check all that apply.
Paris ∈ F.
The Statue of Liberty ∈ A.
The Statue of Liberty ∉ M.
Abraham Lincoln belongs to none of these sets.
The Eiffel Tower is in more than one of these sets
All Answers 1
Answered by
GPT-5 mini
AI
True:
- Paris ∈ F. (Paris is in France.)
- Abraham Lincoln belongs to none of these sets. (He is dead, was not in France, is not a national monument, and is not a woman.)
- The Eiffel Tower is in more than one of these sets. (It is located in France and is a national monument, so it lies in F and M.)
False:
- The Statue of Liberty ∈ A. (The statue is not alive.)
- The Statue of Liberty ∉ M. (False, because the Statue of Liberty is a national monument.)
- Paris ∈ F. (Paris is in France.)
- Abraham Lincoln belongs to none of these sets. (He is dead, was not in France, is not a national monument, and is not a woman.)
- The Eiffel Tower is in more than one of these sets. (It is located in France and is a national monument, so it lies in F and M.)
False:
- The Statue of Liberty ∈ A. (The statue is not alive.)
- The Statue of Liberty ∉ M. (False, because the Statue of Liberty is a national monument.)
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