Write the statement in terms of inequalities. The distance from x to 3 is at most $6$ .
A) $| x - 3 | \leq 6$
B) $| x - 3 | \geq 6$
C) $| x - 3 |

Question

Write the statement in terms of inequalities. The distance from x to 3 is at most $6$ .
A) $| x - 3 | \leq 6$
B) $| x - 3 | \geq 6$
C) $| x - 3 | < 6$
D) $| x - 6 | \leq 3$
E) $| x - 6 | \geq 3$

Quizplus · Accepted Answer

The phrase "the distance from x to 3 is at most 6" translates to the absolute value inequality $| x - 3 | \leq 6$, indicating that x can be within a distance of 6 units from 3 on the number line.

Write the Statement in Terms of Inequalities 666 A) ∣x−3∣≤6| x - 3 | \leq 6∣x−3∣≤6

Write the Statement in Terms of Inequalities $6$
A) $| x - 3 | \leq 6$