Question

In order to go on a kiddy ride at an amusement park, the

Answer 1

Using an absolute value inequality, it is found that the maximum height is of 90 pounds, that is:

$W \leq 90$

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• The absolute value of a point or function is its distance to the origin.
• That is, for example:

$|x| \leq a$ means that:

$-a \leq x \leq a$

• The recommended weight is of 80 pounds, with an allowance of at most 10 pounds. Thus, the absolute value of the weight W and the 80 must be at most 80, that is:

$|W - 80| \leq 10$

Solving the inequality:

$-10 \leq W - 80 \leq 10$

$W - 80 \geq -10$

$W \geq 70$

$W - 80 \leq 10$

$W \leq 90$

Thus, the minimum height is 70 pounds and the maximum height is 90 pounds.

Thus, the inequality representing the maximum height is:

$W \leq 90$

A similar problem is given at brainly.com/question/24514895