Write an Inequality that represents the graph below.
closed circle on -7 and open circle on -4
b > -4 and b ≤ -7
b > -4 and b ≤ -7
b > -4 or b < -7
b > -4 or b < -7
b > -4 or b ≤ -7
b > -4 or b ≤ -7
b > -4 and b < -7
b > -4 and b < -7
To write an inequality that represents the graph, we need to consider the intervals where the graph is shaded.
The graph has a closed circle on -7, which means that -7 is included in the solution set. Additionally, there is an open circle on -4, which means that -4 is not included in the solution set.
Given these conditions, we need to write an inequality that satisfies both requirements.
Since -7 is included, we can use the symbol "≤" to represent "less than or equal to."
Since -4 is not included, we can use the symbol ">" to represent "greater than."
Combining these symbols, the inequality that represents the graph is:
b > -4 and b ≤ -7
The correct inequality that represents the graph with a closed circle on -7 and an open circle on -4 is:
-7 ≤ b < -4