Volume
Lateral Area
Surface Area
Expert
100
1. Calculate the Volume
410 cm3
420 cm3
402 cm3
401 cm3
420cm3
100
Find the surface area of the figure above..
A.
126 square centimeters
B.
132 square centimeters
C.
120 square centimeters
D.
144 square centimeters
A.
126 square centimeters
200
2. Find the volume
1120 ft2
2011 ft2
120 ft3
1120 ft3
1120 ft3
200
2.
Which of the following could be used to find the lateral surface area of the cylinder below?
A.
S= 2(3.14)(12)(14)
B.
S= 2(3.14)(3)(14)
C.
S=2(3.14)(6)(7)
D.
S=(3.14)(6)(14)
B.
S= 2(3.14)(3)(14)
300
3. 10. A fish-tank has a length of 45 centimeters, a width of 25 centimeter and a depth of 10 centimeter. Find the volume of the fish-tank.
10250 cm3
11250 cm3
11250 ft3
10250 ft3
11250 cm3
300
3.
A skylight is shaped like a square pyramid. Each panel has a 4 m base. The slant height is 2 m, and the base is open. The installation cost is $5.25 per square meter. What is the cost to install 4 skylights?
A.
$84
B.
$159
C.
$218
D.
$336
D.
$336
400
. Volume is the amount of space an object takes up.
True
False
True
400
A can of vegetables has a diameter of 9.8 cm and is 13.2 cm tall. How much paper is required to make the label assuming there is no overlap? Round answer to the nearest tenth.
A.
203.1 sq cm
B.
406.2 sq cm
C.
557.0 sq cm
D.
812.4 sq cm
B.
406.2 sq cm
400
Find the volume of the given L-shaped rectangular structure.
24000 mm3
500
5. Bob has a rectangular prism gift box, what is the volume of Bob's gift box?
The volume of Bob's gift box is 64in3.
The volume of Bob's gift box is 60in3.
The volume of Bob's gift box is 240in3.
The volume of Bob's gift box is 24in3.
The volume of Bob's gift box is 240in3.
500
5.
Sherman wants to paint the lateral surface area of the base for a sculpture he made. Which is the best estimate of the area Sherman wants to paint?
A.
51 square inches
B.
136 square inches
C.
408 square inches
D.
533 square inches
408
500
5.
Sherman wants to paint the lateral surface area of the base for a sculpture he made. Which is the best estimate of the area Sherman wants to paint?
A.
51 square inches
B.
136 square inches
C.
408 square inches
D.
533 square inches
408
500
The triangular base of a prism is a right triangle of sides a and b = 2a. The height h of the prism is equal to 10 mm and its volume is equal to 40 mm3, find the lengths of the sides a and b of the triangle.
- Solve for a and calculate b
a = 2 mm
b = 2a = 4 mm