How do you graph $8 d < 24$ $8d < 24$ ?

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Answer 1 · 2018-07-21T21:02:27

$d < 3$ $d < 3$

$8 d < 24$ $8d < 24$

First, solve for $d$ $d$ by dividing both sides by $8$ $color(blue)8$ :
$\frac{8 d}{8} < \frac{24}{8}$ $(8d)/color(blue)8 < 24/color(blue)8$

$d < 3$ $d < 3$

This can be said as " $d$ $d$ is less than $3$ $3$ ".

Here's a graph of it on a number line:
enter image source here
(mathwarehouse.com)

The open circle on $3$ $3$ means that $3$ $3$ is one of the solutions (and anything less than it).

Hope this helps!

How do you graph 8d < 248d<248d < 24?