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Please help how to solve 4 |x+3| > 8???????
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Hint: Isolate the variable.
But what do I do with the absolute value?
Okay so you know that with the absolute variable you have to split it into two equations. 4 |x+3| >8 or 4 |x-3|>8
Once you split them, it's like getting rid of the bars.
Sorry, the second one is 4 (-x-3) > 8
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best to divide both sides by 4 before you look at the absolute value
that gives you |x+3| > 2
Do I do the same to the other one too giving me -(x-3) > 2
its x+3 > 2 and x + 3 < -2
solve those 2 inequalities for x and you have it
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So x> -1 and x< -5 ?
yes
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