Questions: Just output the content of the question, DO NOT output additional information or explanations.

Just output the content of the question, DO NOT output additional information or explanations.
Transcript text: Just output the content of the question, DO NOT output additional information or explanations.
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Solution

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Solution Steps

Step 1: Identify the x-values covered by the graph

The graph has points and segments that cover specific x-values. The x-values range from -5 to 5.

Step 2: Determine the inclusion of endpoints
  • The point at (-5, 3) is an open circle, indicating that -5 is not included.
  • The point at (0, 1) is a closed circle, indicating that 0 is included.
  • The point at (2, 1) is a closed circle, indicating that 2 is included.
  • The point at (4, 3) is a closed circle, indicating that 4 is included.
  • The point at (5, 4) is an open circle, indicating that 5 is not included.
Step 3: Write the domain in interval notation

Based on the identified x-values and the inclusion/exclusion of endpoints, the domain is: \[ (-5, 0] \cup [2, 4] \]

Final Answer

\[ (-5, 0] \cup [2, 4] \]

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