To determine which inequality Josie solved, I would need to analyze the graph she produced on the number line. However, since I cannot see the image, I can guide you on how to approach this based on the inequalities provided.
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For the inequality x + 0.5 < 3, you would solve it to get x < 2.5. The graphed solution would show an open circle at 2.5 and a shaded line to the left.
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For the inequality x - 1.25 ≤ 1.25, you solve it to get x ≤ 2.5. The graph will have a closed circle at 2.5 and a shaded line to the left.
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For the inequality x - 1.25 ≥ 1.25, you would solve it to get x ≥ 2.5. This would be displayed with a closed circle at 2.5 and shaded to the right.
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For the inequality x + 1.25 ≥ 1.25, solving this gives you x ≥ 0. The graph would have a closed circle at 0 and shaded to the right.
Compare the solutions and the nature of the circles (open vs closed) on the number line in the image you reference in order to identify which inequality matches Josie's graph.
If you can describe the graph or provide more details, I could help you identify the correct inequality more accurately.