(A ∪ B) ∩ C
Same as (A AND C) OR (B AND C).
Is that your answer?
No, that's my hint.
I need your help.
I would guess that the answer would be to choose the lower case letters that are in that region.
So put the a nd c in lower case?
OK, first of all, do you know what the ∪ and ∩ symbols mean?
Anno Domino lol
∪ means union and is a logical OR situation. ∩ means intersection and is a logical AND situation. A, B, and C are the circular regions in that picture.
Thats right
You're trying to find which set elements (the lower case letters scattered about) are in either set A OR set B, AND in set C.
Never Mind i'll try to get the answer myself?
That's right you will, but is anything I'm saying helping you find it? I'm explaining what the picture and the statement means so you can think your way through it.
It is but idk what letters to put or not?
The universal set, U ={a,b,c,d,e,f,g,h,i,j,k,l} Out of those elements, which are in set C, but also in either set A or set B?
Just give me an answer plz?
Idc about the code.
I am the boss
That's nice, dear.
ok
Do you want help or not?
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