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Answer :
Final answer:
The correct inequality to represent the average temperatures of the seasons at the North Pole, with -76 degrees F being colder than -18 degrees F, is -76 degrees F < -18 degrees F.
Explanation:
The inequality that expresses the situation where the average temperature in one season at the North Pole is -76 degrees F, and in another season at the same location, it is -18 degrees F is -76 degrees F < -18 degrees F. This inequality correctly shows that -76 degrees F is less than -18 degrees F, meaning it is colder. In other words, -76 degrees F is a lower (and therefore colder) temperature than -18 degrees F.
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Rewritten by : Barada
The inequality that expresses this situation is shown below;
[tex]-76\text{ degrees F}<-18\text{ degrees F}[/tex]That is read out as, "minus seventy six degrees fahrenheit is less than minus eighteen degrees fahrenheit."
