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solve the inequality |2x+12|>24
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|2x+12|>24 We know eithe r2x+12>24 or 2x+12<−24 2x+12>24(Possibility 1) 2x+12−12>24−12(Subtract 12 from both sides) 2x>12 Divide both sides by 2 what would x equal?
12/2=?
6
Good so x=6 2nd one.. 2x+12<−24(Possibility 2) 2x+12−12<−24−12(Subtract 12 from both sides) 2x<−36 -36/2=?
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-18
good so our 2 answers are x=6 and x=-18
yes but is it a. x<-18 or x>6 b. x>-18 or x<6
It would be b because we divided by a negative (for the first one) we would flip the sign
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