To represent the situation where Julie's Snow Cone Shack sells at least 107 snow cones every Saturday, we need an inequality that indicates that the number of snow cones sold (x) is greater than or equal to 107.
The correct inequality would be:
\[ x \geq 107 \]
Since this specific option isn't provided among the choices given, it seems there may be an error in the answer choices. If we take "at least" to imply "greater than or equal to," the appropriate response would not be any of the provided options (A, B, C, or D).
To match the context of the problem, if "at least" implies \( x > 107 \), then none of the existing options accurately represent the scenario.
However, since the only inequality indicating a number greater than 107 is option B, the closest representation from the available choices is:
B. \( x > 107 \)
But do note that it does not fully include the possibility of selling exactly 107 snow cones.
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