If S = {students in Chemistry class} and subset B = {girls in Chemistry class}, what is B'? A. {boys in Chemistry class} B. {students in chemistry class} C. { } D. {girls in chemistry class} IS THIS D
@Michele_Laino
yes!
good extra meal for you lol thx lots
thanks! :)
and this one there is no choice with only positive intigers sooo.... If S = {positive integers} and subset T = {positive integers divisible by 3}, what is T'? {3, 6, 9, 12, ...} {1, 2, 3, 4, 5, ...} {1, 2, 4, 5, 7, 8, ...} { }
i think it is d?
you have to find the intersection?
how is defined the set T' ?
I understand: T' = S-T, is it right?
umm idk it asks whut t it and it says t is positive intigers
gtg thx any way bye
nvm
I think that T' is the set complementary to the set T, with respect to the set S, so by definition, we have: T'=S-T
so T' is the set of integer numbers which are not multiple of 3
so, what is the right option?
ohh ok thx gtg bye lots
thanks! :)
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