Question

In car racing, a car must meet specific dimensions to enter a race. Officials use a template to ensure these

specifications are met. Suppose the least allowable height of a race car is 52 in., the desirable height is 52.5 in., and the
greatest allowable height is 53 in. What absolute value inequality describes heights of the model of race car within the
indicated tolerance?

Answer 1

The absolute value inequality that describes heights of the model of race car within the indicated tolerance is |h - 52.5| ≤ 0.5.

Step-by-step explanation:

The absolute value inequality that describes heights of the model of race car within the indicated tolerance is |h - 52.5| ≤ 0.5.

This inequality ensures that the height of the race car, represented by variable h, is within 0.5 inches of the desirable height of 52.5 inches.

For example, if h = 53 (the greatest allowable height), the absolute value of 53 - 52.5 is 0.5, which satisfies the inequality.

Answer 2

| h-52 | < or equal to 1

Step-by-step explanation: