Answer:
PART A: An absolute value equation that could be used to determine the maximum and minimum value of w is:
|w - 7.21| ≤ 0.04
PART B: To determine the maximum and minimum value of w, we can solve the inequality in part A.
Adding 7.21 to both sides of the inequality, we get:
-0.04 ≤ w - 7.21 ≤ 0.04
Adding 7.21 to all three parts of the inequality, we get:
7.17 ≤ w ≤ 7.25
Therefore, the maximum value of w is 7.25 cm, and the minimum value of w is 7.17 cm.