Practice and Problem-Solving Exercises
A Practice
See Problem 1.
Simplify each expression.
-
3
−
2
3 super negative 2 end super
-
(
−
4.25
)
0
open negative , 4.25 , close to the
-
(
−
5
)
−
2
open negative 5 close super negative 2 end super
-
−
5
−
2
negative 5 super negative 2 end super
-
(
−
4
)
−
2
open negative 4 close super negative 2 end super
-
2
−
6
2 super negative 6 end super
-
−
3
0
negative 3 to the
-
−
12
−
1
negative 12 super negative 1 end super
-
1
2
0
fraction 1 , over 2 to the end fraction
-
58
−
1
58 super negative 1 end super
-
1.5
−
2
1.5 super negative 2 end super
-
(
−
5
)
−
3
open negative 5 close super negative 3 end super
See Problem 2.
Simplify each expression.
-
4
a
b
0
4 eh , b to the
-
1
x
−
7
fraction 1 , over x super negative 7 end super end fraction
-
5
x
−
4
5 x super negative 4 end super
-
1
c
−
1
fraction 1 , over c super negative 1 end super end fraction
-
3
−
2
n
fraction 3 super negative 2 end super , over n end fraction
-
k
−
4
j
0
k super negative 4 end super . j to the
-
3
x
−
2
y
fraction 3 , x super negative 2 end super , over y end fraction
-
7
a
b
−
2
3
w
fraction 7 eh , b super negative 2 end super , over 3 w end fraction
-
c
−
5
d
−
7
c super negative 5 end super . d super negative 7 end super
-
c
−
5
d
7
c super negative 5 end super . d to the seventh
-
8
2
s
−
3
fraction 8 , over 2 , s super negative 3 end super end fraction
-
7
s
5
t
−
3
fraction 7 s , over 5 , t super negative 3 end super end fraction
-
6
a
−
1
c
−
3
d
0
fraction 6 , eh super negative 1 end super . c super negative 3 end super , over d to the end fraction
-
2
−
3
x
2
z
−
7
2 super negative 3 end super . x squared . z super negative 7 end super
-
12
0
t
7
u
−
11
12 to the , t to the seventh . u super negative 11 end super
-
7
s
0
t
−
5
2
−
1
m
2
fraction 7 , s to the . t super negative 5 end super , over 2 super negative 1 end super . m squared end fraction