High School

Write a compound inequality to represent the weight range for a man to box as a welterweight.

The inequality should show that a man must weigh more than 140 lbs but at most 147 lbs.

Answer :

Final answer:

For a man to box as a welterweight, his weight must be more than 140 lbs but less than or equal to 147 lbs. This is expressed as a compound inequality as: 140 < w ≤ 147.

Explanation:

To respond to your question about boxing welterweight, it needs to be expressed as a compound inequality. For a man to box as a welterweight, i.e., his weight must be more than 140 lbs (exclusive), but at most 147 lbs (inclusive). Let's denote the weight by 'w'. The compound inequality would be: 140 < w ≤ 147.

This inequality states that the weight w of the boxer must be greater than 140 pounds but less than or equal to 147 pounds. It incorporates both the constraints that a welterweight has to follow.

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