SOLUTION: Solve: 2-(the absolute value of (4-3x)) > greater than or equal to =-7 2-|4-3x|≥-7 (hope this format helps) THANKS SOO MUCH!

Algebra ->  Logarithm Solvers, Trainers and Word Problems -> SOLUTION: Solve: 2-(the absolute value of (4-3x)) > greater than or equal to =-7 2-|4-3x|≥-7 (hope this format helps) THANKS SOO MUCH!       Log On


   

Question 597966: Solve:
2-(the absolute value of (4-3x)) > greater than or equal to =-7

2-|4-3x|≥-7 (hope this format helps)
THANKS SOO MUCH!
Answer by lwsshak3(11628) About Me  (Show Source):
You can put this solution on YOUR website!
2-|4-3x|≥-7
solve for 2 conditions
a.)2-(4-3x)≥-7
2-4+3x≥-7
-2+3x≥-7
3x≥-5
x≥-5/3
..
b.) 2-(-4+3x)≥-7
2+4-3x≥-7
6-3x≥-7
-3x≥-13
divide both sides by -3 and reverse inequality sign
x≤13/3
numberl line:
<........[-5/3<====>13/3]............>
solution: [-5/3,13/3]