-
Lesson 1-3 Simplifying Expressions
Simplify by combining like terms.
-
7
s
−
s
7 s minus s
- 3a + b + a
-
x
y
−
y
+
x
x y minus y plus x
- 0.5g + g
-
4
t
−
(
t
+
3
t
)
4 t minus open t plus 3 t close
-
b
−
2
(
1
+
c
−
b
)
b minus 2 open 1 plus c minus b close
-
5
f
−
(
5
d
−
f
)
5 f minus open 5 d minus f close
-
2
(
h
+
2
g
)
−
(
g
−
h
)
2 open h plus 2 g close minus open g minus h close
-
−
(
3
z
−
5
)
+
z
negative open 3 z minus 5 close plus z
-
(
2
−
d
)
g
−
3
d
(
4
+
g
)
open 2 minus d close g minus 3 d open 4 plus g close
-
5
v
−
3
(
2
−
v
)
5 v minus 3 open 2 minus v close
-
7
t
−
3
s
(
2
+
t
)
+
s
7 t minus 3 s open 2 plus t close plus s
-
Lesson 1-4 Solving Equations
Solve each equation.
-
4
+
x
=
−
52
4 plus x equals negative 52
-
−
y
+
13
=
−
67
negative y plus 13 equals negative 67
-
12
=
2
−
k
12 equals 2 minus k
-
3
x
=
−
72
3 x equals negative 72
-
h
5
=
215
h over 5 , equals 215
- 64 = 4 + 12g
-
5
−
4
t
=
12
5 minus 4 t equals 12
-
7
x
−
9
=
x
7 x minus 9 equals x
-
3
(
w
−
8
)
=
36
3 open w minus 8 close equals 36
-
−
10
p
=
2
(
p
−
12
)
negative 10 p equals 2 open p minus 12 close
-
3
(
2
−
c
)
=
−
(
c
+
4
)
3 open 2 minus c close equals negative open c plus 4 close
-
7
+
b
=
11
(
b
−
3
)
7 plus b equals 11 open b minus 3 close
-
Lesson 1-6 Solving Absolute Value Inequalities
Solve each absolute value inequality. Graph the solution.
-
|
x
−
3
|
<
5
vertical line x minus 3 vertical line less than 5
-
|
2
a
−
1
|
≥
2
a
+
1
vertical line 2 eh minus 1 vertical line greater than or equal to 2 eh plus 1
-
|
3
x
+
4
|
>
−
4
x
−
3
vertical line 3 x plus 4 vertical line greater than negative 4 x minus 3
-
|
3
x
+
1
|
+
1
>
12
vertical line 3 x plus 1 vertical line plus 1 greater than 12
-
3
|
d
−
4
|
≤
13
−
d
3 vertical line d minus 4 vertical line less than or equal to 13 minus d
-
−
1
3
|
f
+
3
|
+
2
≥
−
5
negative , 1 third , vertical line f plus 3 vertical line plus 2 greater than or equal to negative 5