""Absolute Value Equations 1
    Absolute Value
            is:
the distance a number
    is from ZERO
There are        points 6 units from zero: -6 AND 6
Absolute Value is the distance a number
                   is from ZERO
I  l
x
= 6
There are 2 points 6 units from zero: -6 AND 6
Absolute Value is the distance a number
                   is from ZERO
I  l
x
= 6
0
2
-2
4
-4
Absolute Value is the distance a number
                   is from ZERO
Click BOTH points exactly 3 units from ZERO
.
-5
.
.
-3
I  l
.
x
.
-1
= 3
.
.
1
.
.
3
.
.
5
0
2
-2
4
-4
Absolute Value is the distance a number
                   is from ZERO
-5
x = -3 or 3
-3
I  l
x
-1
= 3
1
3
Click
OK
5
0
2
-2
4
-4
Absolute Value is the distance a number
                   is from ZERO
Click BOTH points exactly 3 units from ZERO
.
-5
.
.
-3
I   l
.
3x
.
-1
.
= 3
.
1
.
.
3
.
.
5
0
2
-2
4
-4
-5
3x = -3
x =
-3
I   l
3x
-1
-OR-
= 3
1
3x = 3
x =
3
5
0
2
-2
4
-4
-5
3x = -3
x =
-3
-1
I   l
3x
-1
-OR-
= 3
1
3x = 3
x =
3
1
5
0
2
-2
4
-4
Absolute Value is the distance a number
                   is from ZERO
Click BOTH points exactly 5 units from ZERO
.
-5
.
I     l
.
-3
2x-1
.
.
-1
.
= 5
.
1
.
.
3
.
.
5
0
2
-2
4
-4
2x-1= -5
Absolute Value is the distance a number
                   is from ZERO
-5
I     l
-3
2x-1
-1
-or-
= 5
1
2x-1= 5
3
5
Pick the next step
to solve BOTH
equations:
2x-1= -5
-or-
Divide 2
Add 1
2x-1= 5
Subtract 1
Multiply 2
Fill in the
missing numbers
2x    =
2x-1= -5
+1
+1
-or-
2x-1= 5
2x    =
Add 1
+1
+1
Pick the next step
to solve BOTH
equations:
2x    = -4
2x-1= -5
+1
+1
-or-
Divide 2
Add 4
2x-1= 5
2x    = 6
+1
Multiply 2
Subtract 6
+1
Fill in the blanks
2x    = -4
2x-1= -5
2
x  =
+1
+1
2
-or-
2x    = 6
2x-1= 5
2
Divide 2
x  =
+1
+1
2
Fill in the blanks
2x    = -4
2x-1= -5
2
x  =
+1
-2
+1
2
-or-
2x    = 6
2x-1= 5
2
Divide 2
x  =
+1
3
+1
2
I     l
= -14
4x+2
Fill in
the correct
expression(s)
NO SPACES
-or-
= 14
=14
4x+2
x =
= -14
I     l
4x+2
-or-
-or-
= 14
4x+2
x =
=14
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