Based on your description of the number line:
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There is an open point at 2 with a solid line extending right, indicating that the values greater than 2 are included in the solution set. This is represented as \( x > 2 \).
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There is also an open point at 0 with a dotted line extending left, indicating that the values less than 0 are included but not 0 itself. This is represented as \( x < 0 \).
Thus, the solution set to the inequalities on the graph is:
- \( x < 0 \) (for the part to the left of 0)
- \( x > 2 \) (for the part to the right of 2)
Therefore, the solution set is:
- \( x < 0 \) or \( x > 2 \)