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What are the solution intervals for |2x + 7| – 3 > 2?
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x > -1 x > -6
first just do the equation: 2x + 7 -3 > 2 x >-1 then change the sign of the numbers inside the absulute symbol; -2x - 7 - 3 > 2 x > -6
no thats a wrong answer | 2x - 7| > 1 for |x|>a x<-a x>a so 2x-7< -1 2x<6 x<3 2x - 7>1 2x > 8 x>4 so x belongs to (- infinite , 3) union (4 , infinite)
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