SOLUTION: Determined whether the following pair of sets is equivalent.
{3, 6, 9} and {a, e, i}
A. No, the two sets do not have any of the same elements
B. No, neither set is a subset of
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-> SOLUTION: Determined whether the following pair of sets is equivalent.
{3, 6, 9} and {a, e, i}
A. No, the two sets do not have any of the same elements
B. No, neither set is a subset of
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Question 1110264: Determined whether the following pair of sets is equivalent.
{3, 6, 9} and {a, e, i}
A. No, the two sets do not have any of the same elements
B. No, neither set is a subset of the other
C. Yes, both sets have the same number of elements
D. Yes, both sets are subsets of larger sets Found 2 solutions by MathLover1, ikleyn:Answer by MathLover1(20850) (Show Source):
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answer: C. Yes, both sets have the same number of elements.
explanation:
by definition, two sets and are said to be sets if they the of
the symbol to denote equivalent set is ↔
