CH2 2.6 Absolute Value Equations Flashcards
(18 cards)
Find an equivalent statement for the following absolute value equation.
|x-3| = 8
X-3 = 8 or x-3 = -8
Determine an equivalent statement for the following absolute value equation.
|x-4|= 0
X-4 =0
Solve the absolute value equation.
|x| = 11
The solution set is
{11,-11}
Solve the absolute value equation.
|2x| = 7.6
The solution set is
{3.8, -3.8}
Solve the absolute value equation.
|2x-5| = 7
The solution set is
{6,-1}
Solve the absolute value equation.
|x|+7 = 26
The solution set is {19, -19}
Solve the absolute value equation.
|4x|+8 = 24
The solution set is
{4,-4}
Solve the absolute value equation.
|18y| = 0
The solution set is {0}
Solve the absolute value equation.
|8n+2|+13 = 1
The solution set is
∅
No solution
Solve.
|5x-4| = |3x+6|
The solution set is
{-1/4 , 5 }
Solve.
|z+2| = |z-4|
The solution set is
{1}
Solve the absolute value equation.
|4-9x| = 4
The solution set is {0, -8/-9}
Solve the absolute value equation.
|8x|-6 = 10
The solution set is
{2,-2}
Solve the absolute value equation.
|x-2|+3 = 7
The solution set is {6,-2}
Solve the absolute value equation.
|10+7c|-9 = -5
The solution set is {-6/7, -2}
Solve the absolute value equation.
|2x-3| = |5-2x|
The solution set is {2}
Solve the absolute value equation
|(2x-5)/3| = 9
The solution set is {16,11}
Solve the absolute value equation.
7 + |9n| = 16
The solution set is
{1,-1}