To determine the correct solution set, we need to analyze the conditions given in your options. However, without the image you mentioned, I can help you understand how to approach such problems based on the inequalities.
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m >= 10 or m < 9: This represents values of m that are either greater than or equal to 10 (including 10 and above) or less than 9 (including all values less than 9).
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m > 10 and m <= 9: This condition cannot be true because it asserts that m is greater than 10 while simultaneously stating it must be less than or equal to 9. There are no values for m that can satisfy both conditions at the same time.
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m > 10 and m < 9: Similar to the previous point, this condition is also impossible because m cannot be both greater than 10 and less than 9 at the same time.
Next, you would need to look at the graph provided in the image to see which areas are shaded or marked to determine which of the statements the graph reflects.
If the graph shows that m values include numbers 10 and above or below 9, the correct option would be m >= 10 or m < 9.
If you can provide details about the graph, I can help you further!
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