the venn diagram shows sets a, b, c, and the ...
the venn diagram shows sets a, b, c, and the universal set u. shade (c ∪ a) ∩ b on the venn diagram.
Answer
# Explanation:
## Step1: Find the complement of set C
$C'$ is the region outside of set C within the universal - set U.
## Step2: Find the union of $C'$ and A
$(C'\cup A)$ is the region that is either in $C'$ or in A or in both. This includes all of A and the part of the universal set that is outside of C but not in A.
## Step3: Find the intersection of $(C'\cup A)$ and B
$(C'\cup A)\cap B$ is the region that is common to both $(C'\cup A)$ and B. So, we shade the part of B that is either in A or outside of C.
# Answer:
Shade the part of set B that is either in set A or outside of set C. This includes the part of the intersection of A and B, and the part of B that is outside of C but not in A.