Write the statement as an absolute value inequality.
-z is no less than 6 units from 17
A) $| z - 17 | \geq 6$
B) $| z - 17 | 6$
C) $| z - 17 | \leq 6$
D) $| z - 6 | 17$

Name: Write the statement as an absolute value inequality. -z is no less than 6 units from 17 A) $| z - 17 | \geq 6$ B) $| z - 17 | > 6$ C) $| z - 17 | \leq 6$ D) $| z - 6 | > 17$
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Question

Write the statement as an absolute value inequality.
-z is no less than 6 units from 17 
A) $| z - 17 | \geq 6$
B) $| z - 17 | > 6$
C) $| z - 17 | \leq 6$
D) $| z - 6 | > 17$

Quizplus · Accepted Answer

The statement "z is no less than 6 units from 17" means the distance between z and 17 is at least 6, which is represented by $| z - 17 | \geq 6$.

Write the Statement as an Absolute Value Inequality ∣z−17∣≥6| z - 17 | \geq 6∣z−17∣≥6

Write the Statement as an Absolute Value Inequality $| z - 17 | \geq 6$