HELP. See attached for question and choices.

Question

asked Feb 1, 2020 136k views

1 Answer

Woru · Answer 1 · 2020-02-05T17:50:32+0000

Answer: Second Option

{m|
$m\leq-0.48$ }

Explanation:

We have the following equation

$10(10m+6)\leq12$

To solve this equation apply the distributive property

$10(10m+6)\leq12$

$10*10m+6*10\leq12$

$100m+60\leq12$

Subtract 60 on both sides of the inequality

$100m+60-60\leq12-60$

$100m\leq12-60$

$100m\leq-48$

Divide between 100 both sides of the inequality

$m\leq-(48)/(100)$

$m\leq-0.48$

The solution is

{m|
$m\leq-0.48$ }