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Which of the following is the solution to the absolute value inequality $|5 - 3x| > 8$?
1. x > 13/3 or x < -1
2. x < 1 or x > -13/3
3. x > 1 or x < -13/3
4. No solution
Solve for x.
$7|x-6| =49$
1. $x=55$
2. $x=13$
3. $x=55 or x=-43$
4. $x=13 or x=-1$
Solve the equation $|1-2x|+6=9$.
1. $x= -1$
2. $x= -2, 0$
3. $x= -1, 2$
4. $x= -2,1$
When isolating the absolute value part of the equation, what steps should you do and in what order?

$3-4|x-4| =27$
1. Add 4 on both sides, then divide both sides by 3.
2. Subtract 3 on both sides, then divide both sides by 4.
3. Subtract 3 on both sides, then add 4 on both sides.
4. Add 3 on both sides, then multiply both sides by 4.
5. Subtract 3 on both sides, then divide both sides by -4.