If N = {all real numbers} and subset S = {multiples of 2 greater than zero}, what is S′?

Question

anonymous · Answer

S', the complement of S, would be all the elements of N that are not in S.

anonymous · Answer

If N = {all real numbers} and subset S = {multiples of 2 greater than zero}, what is S′?

 {all real numbers excluding multiples of 2 greater than zero}

 {multiples of 2 less than zero}

 {even numbers greater than zero}

 {odd numbers greater than zero}

anonymous · Answer

S' should contain every number in N that is not in S.

anonymous · Answer

So what will be the answer ?

anonymous · Answer

You can figure that out on your own based on what I've told you.

anonymous · Answer

Thanks (:  wouldn't that be  choice a ?

anonymous · Answer

Yes. The set S' should include odd numbers. It should include 0. It should include all negative numbers. It should even include all real numbers that are not integers.

anonymous · Answer

Oh I get it now thanks (:

anonymous · Answer

|dw:1371781666053:dw|

anonymous · Answer

My pleasure =)