|1/2X - 3| - 4 = 6
D Deleted member 4993 Guest Sep 24, 2007 #2 Re: Absolute value sue777 said: |1/2X - 3| - 4 = 6 Click to expand... Is it \(\displaystyle |\frac{1}{2x\;\ -\;\ 3}| \;\ - \;\ 4 \;\ =\;\ 6\) which can be written as |1/(2x-3)| = 4 or \(\displaystyle |\frac{1}{2x}\;\ -\;\ 3| \;\ - \;\ 4 \;\ =\;\ 6\) which can be written as |1/(2x) - 3| = 4 or \(\displaystyle |\frac{1}{2}x\;\ - \;\ 3| \;\ - \;\ 4 \;\ =\;\ 6\) which can be written as |(1/2)x - 3| = 4 <--- This is what you posted Please show us your work/thoughts and exactly where you are stuck - so that we know where to begin to help you.
Re: Absolute value sue777 said: |1/2X - 3| - 4 = 6 Click to expand... Is it \(\displaystyle |\frac{1}{2x\;\ -\;\ 3}| \;\ - \;\ 4 \;\ =\;\ 6\) which can be written as |1/(2x-3)| = 4 or \(\displaystyle |\frac{1}{2x}\;\ -\;\ 3| \;\ - \;\ 4 \;\ =\;\ 6\) which can be written as |1/(2x) - 3| = 4 or \(\displaystyle |\frac{1}{2}x\;\ - \;\ 3| \;\ - \;\ 4 \;\ =\;\ 6\) which can be written as |(1/2)x - 3| = 4 <--- This is what you posted Please show us your work/thoughts and exactly where you are stuck - so that we know where to begin to help you.
