Part of a line is graphed. Which inequalities could describe the domain and range?
To determine the inequalities that describe the domain and range, we need to look at the graph. However, since the graph is not provided, we cannot determine the specific inequalities.
Here are general ways to describe the domain and range based on a graph:
- Domain: The domain of a graph represents all the possible x-values that correspond to points on the graph. It can be described using an inequality or a range. For example, if the graph is a straight line that extends infinitely in both directions, the domain could be described as (-∞, ∞).
- Range: The range of a graph represents all the possible y-values that correspond to points on the graph. It can also be described using an inequality or a range. For example, if the graph is a straight line that extends infinitely in both directions, the range could be described as (-∞, ∞).
Without the specific graph provided, we cannot determine the exact inequalities for the domain and range.