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Solve the compound inequality x+13 < -1 or X + 13>4
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x < -14
\[x+13<-1\] \[x<-14\] \[x+13>4\] \[x>-9\]
x > -9
-14 -13 ... -10
interval notation you have \[(-\infty,-14)\cup (-9, \infty)\]
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this is the way the answer reads {x│x < ____ or x> ____}
-14< x < -10
:( it said wrong.
x < -10 x > -14
close it was -14 or -9 :)
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(:
i have a really confusing one next! :/
sure, Bring it on!
this is an OR statement. you have to write two inequalities
\[x<-14\] OR \[x>-9\]
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