Here is a Venn diagram showing the sets A, B, and C, as well as the universal set U.Bxyr, z9CFind the set below. Write your answer in roster form or as Ø.An (BUC)' =ØX?РDAh5K

Answer:
[tex]A\cap(B\cup C)^{\prime}={}\lbrace f\rbrace[/tex]
Explanation:
For a set D, the notation D' means the complement of set D.
We have, (B ∪ C) which means the union of sets B and C. Then:
[tex]B\cup C=\lbrace g,h,x,y,p,r,z\rbrace[/tex]Then the complement is everything outside (B ∪ C):
[tex](B\cup C)^{\prime}=\lbrace f,q\rbrace[/tex]Finally, the symbol ∩ means the intersection, this is the elements that are shared with (B ∪ C)' and A:
[tex]A\operatorname{\cap}(B\cup C)^{\prime}=\lbrace f\rbrace[/tex]