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An adult English Bulldog's mass varies between 40 and 54 pounds. Write an absolute value inequality that represents the mass range of the English Bulldog.

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Final answer:

The weight range of an adult English Bulldog, which is between 40 and 54 pounds, can be expressed using the absolute value inequality |m - 47| ≤ 7, where m represents the mass in pounds.

Step-by-step explanation:

The mass range of an English Bulldog can be represented by an absolute value inequality. Considering the mass varies between 40 and 54 pounds, we can express this as |m - 47| ≤ 7, where m represents the mass of the bulldog. This inequality states that the mass of the bulldog is within 7 pounds of 47, which is the midpoint between 40 and 54 pounds. Since the pound is the most suitable unit of measurement for the weight of a large dog, we use pounds instead of ounces or tons.

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