Question

The height of a machine part should be 13.5 millimeters . The manufacturing tolerance is within 0.07 . Complete the statements. An absolute value equation that could be used to determine the maximum and minimum value of , the height of the machine part, is [DROP DOWN 1]. The minimum value the machine part could be is [DROP DOWN 2]. The maximum value the machine part could be is [DROP DOWN 3].

Answer 1

An absolute value equation |x - 13.5| ≤ 0.07 can be used to determine the maximum and minimum values of the machine part's height, which should be 13.43 millimeters and 13.57 millimeters respectively.

Step-by-step explanation:

To determine the maximum and minimum values of the machine part's height, we can use an absolute value equation. The equation would be |x - 13.5| ≤ 0.07, where x represents the height of the machine part. This equation ensures that the height is within the manufacturing tolerance of 0.07 millimeters.

The minimum value the machine part could be is 13.5 - 0.07 = 13.43 millimeters. This accounts for the allowance of 0.07 millimeters below the desired height.

The maximum value the machine part could be is 13.5 + 0.07 = 13.57 millimeters. This accounts for the allowance of 0.07 millimeters above the desired height.