1.
Evaluate 3
4
.
A.
12
B.
9
C.
81
D.
27
Hint
2.
Which symbol makes the following statement true?
7,500 ______ 7.5 × 10
3
A.
B.
>
C.
<
D.
=
Hint
3.
Which is the correct graph of (2,1)?
A.
B.
C.
D.
Hint
4.
Use the distributive property to rewrite 3(5 +
y
) without parentheses.
A.
15 +
y
B.
15 + 3
y
C.
8 + 3
y
D.
8 +
y
Hint
5.
Write
using negative exponents.
A.
-2
4
B.
2
-3
C.
-2
-4
D.
2
-4
Hint
6.
Evaluate the expression 5
n
4
m
-2
if
m
= 6 and
n
= 3.
A.
B.
C.
-5
D.
-20
Hint
7.
The diameter of a volcanic particle averaged 0.000022 meter. What is this measure written in scientific notation?
A.
2.2 × 10
-5
B.
2.2 × 10
C.
2.2 × 10
5
D.
0.22 × 10
-4
Hint
8.
A circle with a diameter of 12 centimeters is inscribed in a square. To the nearest centimeter, what is the length of the diagonal of the square?
A.
6 centimeters
B.
14 centimeters
C.
17 centimeters
D.
12 centimeters
Hint
9.
Find 4 + (–5).
A.
–1
B.
1
C.
9
D.
–9
Hint
10.
Determine the surface area of the figure below.
A.
44 square units
B.
46 square units
C.
48 square units
D.
42 square units
Hint
11.
Use the net's measurements to find the surface area of the triangular pyramid.
A.
173 m
2
B.
98.3 m
2
C.
346 m
2
D.
86.5 m
2
Hint
12.
Find the surface area of a soup can that has a height of 12 cm and a diameter of 8 cm.
A.
1,005.3 cm
2
B.
703.7 cm
2
C.
1,206.4 cm
2
D.
402.1 cm
2
Hint
13.
Rewrite 12
3
× 7
3
using a single base.
A.
19
3
B.
84
9
C.
19
9
D.
84
3
Hint
14.
Rewrite
using a single base.
A.
1
16
B.
1
4
C.
D.
Hint
15.
Simplify (
d
1
)
26
.
A.
d
25
B.
d
26
C.
26
d
D.
d
27
Hint
16.
There are 12 inches in every foot. Develop a table comparing the values of the number of inches i in every foot f for the first 5 feet.
A.
B.
C.
D.
Hint
17.
The table below shows the times and distances from the start of a race between Maura and Beth. Find a true statement describing the race.
A.
Beth and Maura were at the same distance from the start at 4 seconds.
B.
Maura's rate was 4 m/s.
C.
Maura got a 5 meter head start before the race began.
D.
Beth's rate was 3 m/s.
Hint
18.
Find a rule that fits the numbers in this table.
A.
y
= 6
x
– 16
B.
y
= –6
x
– 16
C.
y
= 16 – 6
x
D.
y
= 6
x
+ 16
Hint
19.
What is the constant difference in the outputs in the table?
A.
2
B.
–2
C.
3
D.
–3
Hint
20.
Determine whether this table represents a linear relationship. Then give the rule.
A.
linear,
t
=
s
– 2
B.
not linear
C.
linear,
t
= 5 + 6
s
D.
linear,
t
= 2
s
– 1
Hint