1.
Find the volume of a rectangular prism that is 2.5 meters long, 4.4 meters wide, and 1.8 meters high
A.
17.2 m
3
B.
20.6 m
3
C.
19.8 m
3
D.
16.4 m
3
Hint
2.
How many cubic feet of sand are required to fill a round sandbox that is 4 feet across and
foot deep?
A.
37.7 ft
3
B.
9.4 ft
3
C.
100.5 ft
3
D.
18.8 ft
3
Hint
3.
A box used to ship computers from the manufacturer to stores is
20 inches long, 24 inches wide, and 12 inches high. What is the surface area of the box?
A.
11,520 in
2
B.
1008 in
2
C.
5760 in
2
D.
2016 in
2
Hint
4.
Make a three-dimensional drawing of a figure by using the top, side, and front views of the figure below.
A.
B.
C.
D.
Hint
5.
Determine the volume of the figure below.
A.
18 cubic units
B.
13 cubic units
C.
84 cubic units
D.
72 cubic units
Hint
6.
How deep is a cylindrical swimming pool with a diameter of 14 ft and a volume of 923.6 ft
3
?
A.
21 ft
B.
5 ft
C.
6 ft
D.
1.5 ft
Hint
7.
A gift that you have purchased for your friend is in a box that is 5 inches long, 6 inches wide, and 9 inches tall. How much wrapping paper will cover the entire box?
A.
99 in
2
B.
200 in
2
C.
270 in
2
D.
258 in
2
Hint
8.
Find the surface area of the figure below.
A.
1005.3 m
2
B.
377 m
2
C.
3267.3 m
2
D.
754 m
2
Hint
9.
What is the surface area of a cylinder whose base has radius 3 units and whose height is 7 units.
A.
188.5 units squared
B.
131.9 units squared
C.
439.8 units squared
D.
263.9 units squared
Hint
10.
Identify the precision unit of the clock below.
A.
30 min
B.
1 min
C.
1 h
D.
3 h
Hint
11.
Maurice Greene of the United States won the 100-meter run in the 2000 Olympics with a time of 9.87 seconds. How many significant digits are in this measurement?
A.
8
B.
9
C.
3
D.
7
Hint
12.
Which net represents a triangular prism?
A.
B.
C.
D.
Hint