Space Figures and Nets
Surface Area
Volume
Spheres
Surface Area and Volume of Similar Solids
100
Name the shape given the net.
Cone
100
What do LA and SA stand for?
Lateral Area and Surface Area
100
Volume is measured in _________ units.
Cubic
100
The formula below finds this of a sphere.
4pir^2
Surface Area
100
If the similarity ratio is a/b, then the volume ratio is ________.
a^3/b^3
200
Sketch the net for the space figure. Label the measurements. 
200
Find the surface area of the cone in terms of pi.
54picm^2
200
Find the volume of a rectangular prism with a base area of 25 ft^2 and a height of 5ft.
125ft^3
200
The formula below finds this of a sphere.
4/3pir^3
Volume
200
Let the surface area ratio of two similar figures be 200:512. What is the volume ratio?
125:512
300
Sketch the net and copy over the measurements. 
300
Find the lateral area of a hexagonal prism with a height of 5 miles and a side length of 2 miles.
60mi^2
300
Find the volume of the square pyramid.
960ft^3
300
Find the surface area of a sphere given that the diameter is
18 ft
324pift^2
300
Let the heights of two similar cones be 7 and 28 ft. Given the surface area of the larger cone is 176 square feet, find the surface area of the smaller cone.
11ft^2
400
Name the shape based on the net.
Hexagonal Prism
400
Find the surface area of the following shape. Round to the nearest tenth.
526.3 cm^2
400
Find the height of the figure given the volume is
270picm^3
30cm
400
How much compressed air is needed to fill up a basketball with a radius of 5 inches? Round to the nearest tenth.
523.6 "in"^3
400
Let the volume of two similar prisms be 1331 and 3375 cubic kilometers. Find the apothem of the larger prism, given the apothem for the smaller prism is 44 km.
60km.
500
Name the shape.
Decagonal prism
500
Find the surface area of the composite figure. Give your answer in terms of pi.
150pift^2
500
Find the volume of the composite figure. Round your answer to the nearest tenth.
2968.8 m^3
500
Mr. Tuckey is peeling an orange. He has cut the orange skin into 6 congruent crescent shapes from top to bottom. Assuming that the orange is 12 centimeters in diameter, how much surface area is each crescent shape? Give your answer in terms of pi.
24picm^2
500
Find the volume of Solid #2.
136m^3