If A = {negative even integers} and B = {negative odd integers}, what is A union B? A) {0} B) {negative integers} C) {integers} D) { }
you know wad is union meant?
I'm guessing he's meaning AUB, i'm thinking AuB is a union of all real integers from -infinite to 0.
@Alan_Andrade , yea u get the Union's meaning, Union doenst meant intersection set, but it included all
Oh I thought it meant intersection. @zheng
@babybri_ , do you know wad is the symbol of intersection?
Is it the upside-down U? @zheng
intersect = n union = U
Yes it is the upside down U, which kind of like goes for n, and, it only carries those elements that are common to both A and B; whereas the union includes all those in both A and B.
Oooh okay, I sorta get it now. @Alan_Andrade
Okay, I just posted the options it gives me. Which one is it? This question is kind of confusing.. @Alan_Andrade @zheng
which option u think is most likely?
C..? @zheng
As we're encasing all (both even AND (union) odd) negative numbers, it's quite simple. Go for it!
C would imply you are taking into account ALL integers, from -infinite to +infinite, so no.
@babybri_ , for example , u have A = { -2, -4, -6, -8, -10 } and you have B = { -1, -3, -5, -7, -9} , the question for A U B, so what ans you should give?
Seems there's a little confusion. Since you're taking only, and exclusively negative numbers, the answer would be B, negative integers.
But how? Im still a little confused.. @Alan_Andrade
WAIT! No never mind, I understand it now! Thank you soo much! @Alan_Andrade and @zheng
that's great u can understand =D
Good to know you got it. Good luck!
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