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Solve and graph the following. |x-3|<5 I don't know all the rules for the u and c stuff can someone explain
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|x-3|<5 you sat it up like this, x-3<5 or x-3<-5 x<8 or x<-2
the confusing part is checking, DON"T PLUG IN -2 or 5 plug in something that is less then -2 or 5
hmm not to be disagreeable, but it is "and" not "or"
\[|x-3|<5\\ -5<x-3<5\] add 3 all the way across and get \[-2<x<8\]
How would I solve \[2|x-3|-1\ge9\]
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Yes, satelline, I forgot about the graphing part.
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