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Please solve! \[\left| 2x-3 \right|<8\]
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|2x - 3| < 8 or |2x - 3| > -8 2x - 3 < 8 2x < 8 + 3 2x < 11 x < 5.5 or 2x - 3 > -8 2x > -8 + 3 2x > -5 x > -2.5
Let's remove the absolute value\[-8 \lt 2x -3 \lt 8\]Adding 3 through to all terms, \[-5 \lt 2x \lt 11\]Dividing through by 2, \[-5/2 \lt x \lt 11/2\]
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