Question

homework
question 2, 8.2.1
hw score: 5.56%, 1 of 18 points
points: 0 of 1
shade the venn diagram to show the set.
g ∪ b
use the graphing tool to graph the set
click to
enlarge
graph

Explanation:

Step1: Analyze \(B'\)

\(B'\) is the complement of set \(B\), which includes all elements in the universal set \(U\) that are not in \(B\).

Step2: Analyze \(G\cup B'\)

The union \(G\cup B'\) includes all elements that are in \(G\) or in \(B'\) (or in both). So, shade the region of circle \(G\) and the region of the universal set \(U\) that is not inside circle \(B\).

Answer:

Shade the entire circle \(G\) and the part of the universal set \(U\) that does not overlap with circle \(B\) (i.e., the region outside of circle \(B\) in the universal set \(U\)).