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Answer :
A compound inequality for a man to box as a welterweight, weighing between 140 lbs and 147 lbs, can be written as 140 < x ≤ 147.
A compound inequality for a man to box as a welterweight, weighing between 140 lbs and 147 lbs, can be written as:
140 < x ≤ 147
where x represents the weight of the man.
For example, if a man weighs 145 lbs, he would satisfy the inequality because 140 < 145 ≤ 147. However, if a man weighs 150 lbs, he would not satisfy the inequality because 140 < 150 is false.
The complete question is given below:
For a man to box as a welterweight, he must weigh more than 140 lbs, but at most 147 lbs. Express this as a equation.
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Final answer:
The welterweight category in boxing is for males who weigh more than 140 lbs but at most 147 lbs. This involves maintaining a balanced and controlled lifestyle.
Explanation:
The question pertains to the weight requirements for a man to classify as a welterweight boxer. In order to be in this weight category, a man must weigh more than 140 lbs, but his weight should not exceed 147 lbs. Becoming a welterweight boxer consists of maintaining one's weight within this range, balancing diet and physical activity accordingly.
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