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Select the inequality that corresponds to the given graph. |2x - 4| > 2 |4x + 2| > 10 |4x - 6| <= 14 |6x + 4| <= 16
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since you have two intervals, you can be sure it is one of the first two inequalities rather than the last two . is it clear why?
if you have the absolute value greater than something, you get two inequalities so lets solve the first two and see which it is
\[|2x - 4| > 2 \] \[2x-4<-2\] or \[2x-4>2\] \[2x-4<-2\iff 2x<2\iff x<1\] \[2x-4>2\iff 2x>6\iff x>3\]
looks like we got it on the first try
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oh wow this was a really good explanation. thank you!
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