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Are these sets closed under multiplication?
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What are the sets?
The product of an even number and an even number The product of 0 and 0 The product of a perfect square and a perfect square
I'm guessing that they are, but I just want a double check.
a set is closed under multiplication if multiplying one element of the set by another always results in another member of the set
the first one is closed under multipication
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- yes they all are
OK. I have one doubt though. Would zero and zero be considered a set?
yes - it is written as {0}
Alright. Thanks! C:
yw
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