Write the statement using absolute value notation.
-$z$ is less than d units from $y$.
A) $| z - y | \leq d$
B) $| \mathrm { z } - \mathrm { d } |

Name: Write the statement using absolute value notation. -$z$ is less than d units from $y$. A) $| z - y | \leq d$ B) $| \mathrm { z } - \mathrm { d } | < \mathrm { y }$ C) $| z - y | < d$ D) $| z - y | < 2$
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Question

Write the statement using absolute value notation.
-$z$ is less than d units from $y$.
A) $| z - y | \leq d$
B) $| \mathrm { z } - \mathrm { d } | < \mathrm { y }$
C) $| z - y | < d$
D) $| z - y | < 2$

Quizplus · Accepted Answer

The statement "z is less than d units from y" means the distance between z and y is less than d, which is correctly represented by $| z - y | < d$.

Write the Statement Using Absolute Value Notation zzz Is Less Than D Units From

Write the Statement Using Absolute Value Notation $z$ Is Less Than D Units From