Which sets of numbers are closed under multiplication? Choose all answers that are correct. A. whole numbers B. natural numbers C. negative integers D. integers
Probabaly Intergers? i dont really know
@triciaal
lol exactly
A, B, D
(-2) * (-2) = +4 , not a negative integer
checking
a and c I think
"closure property The product of any two real numbers is a unique real number"
Thank you Perl, im going to use your answer. Let me see if it is right, and i will give you the medals.
a set has closure under an operation if and only if the result of the operation on any two elements of the set is also in the set
Every real number is either positive, negative or zero
@triciaal the important part is that the product is also a real number question, are real numbers closed under division?
are the set of real numbers closed under division?
@triciaal
@perl wait for the above I would put all
ok take your time, we can come back to this
@triciaal the correct answer is A, B, D what is wrong with C?
@perl is that a trick question since you already showed what is wrong with C?
acd I think
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