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OpenStudy (anonymous):
WILL GIVE MEDAL !!!
What are the solutions of the inequality?
|5x| *>=* 20
A) x *>=* -4
B) x *>=* 4
C) x *>=* 4 or x *<=* -4
D) x *>=* -4 and x *<=* 4
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OpenStudy (studygurl14):
When you have an absolute value equation/inequality, you will need to split the equation into two.
OpenStudy (anonymous):
So it will or C or D ?
OpenStudy (studygurl14):
\(\large |5x|\ge 20\) becomes...
\(\large 5x\ge 20\) or \(\large 5x\le 20\)
Can you do the rest?
OpenStudy (studygurl14):
oops, sorry forgot a negative sign
OpenStudy (studygurl14):
\(\large 5x\ge 20\) or \(\large 5x\le -20\)
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OpenStudy (anonymous):
yeah but thats not an answer choice ?
OpenStudy (anonymous):
@StudyGurl14
OpenStudy (anonymous):
r u following me @aleroth ?
OpenStudy (anonymous):
Uhh, not intentionally? :D
Anyway, you need to simplify what StudyGurl14 wrote further. Divide 5 on both sides for both inequalities.
OpenStudy (studygurl14):
@KALIAN You have to solve for x. I didn't finish it.
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OpenStudy (anonymous):
How do I do that ?
OpenStudy (studygurl14):
@aleroth said how.
OpenStudy (anonymous):
|dw:1420931569330:dw|
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