How do you solve #-2x-4>8#?

1 Answer
V
Jul 9, 2016

The answer is #x<-6#

Explanation:

To solve that problem, first, you need to transpose 4

#-2x-4>8#
#-2x-4+4>8+4#
#-2x>12#
Next, we need to divide both sides by -2. But remember, when you divide an inequality problem, you need to change the inequality sign itself.
Meaning, if you divide the problem by negative and your inequality sign is like this, <, it will eventually be change to this, >.

#(-2x)/-2>12/-2#

#x<-6#

Related questions
Impact of this question
2428 views around the world
You can reuse this answer
Creative Commons License