Cylinders
Rectangular and Triangular Prisms
Pyramids
Cones & Sphere
Similar Solids
100
Find the VOLUME of the cylinder (Use 3.14 for pi). Round to the nearest hundredths.
Volume = 197.82 in3
100
Find the SURFACE AREA of the rectangular prism.
Surface Area = 872 yd2
100
Find the SURFACE AREA of the pyramid. Round to the nearest hundredths.
Surface Area = 105.75yd2
100
Find the SURFACE AREA of the sphere (Use 3.14 for pi). Round to the nearest tenths.
Surface Area = 2,122.6 cm2
100
Determine if the solids are similar.
Yes
200
Find the SURFACE AREA of the cylinder (Use 3.14 for pi). Round to the nearest tenths.
Surface Area = 502.4 cm2
200
Find the VOLUME of the triangular prism.
Volume = 304 yd3
200
Find the VOLUME of the pyramid. Round to the nearest hundredths.
Volume = 213.33 in3
200
Find the VOLUME of the Cone (Use 3.14 for pi). Round to the nearest tenths.
Volume = 569.9 in3
200
The the volume of the solid in red.
1012.5 in2
300
Find the SURFACE AREA of the cylinder (Use 3.14 for pi). Round to the nearest hundredths.
Surface Area = 785.00 ft2
300
Find the SURFACE AREA of the triangular prism.
Surface Area = 692 in2
300
Find the VOLUME of the pyramid.
Volume = 75 ft3
300
Find the VOLUME of the sphere (Use 3.14 for pi). Round to the nearest tenths.
Volume = 696.6 cm3
300
The volume of solid A is 729 cu ft and solid B is 1331 cu ft. What is the surface area of the solid A if the surface area of solid B is 121 sq ft?
99 sq ft
400
A cylindrical solid block of a metal is to be melted to form cubes of edge 20 mm. Suppose the radius and length of the cylindrical block are 100 mm and 490 mm, respectively. Find the number of cubes to be formed.
1923 cubes
400
Find the length of AB given the volume is 855 in3
10.9 in
400
Calculate the surface area of the pentagonal pyramid.
1001
400
Calculate the surface area of the cone. (use 3.14)
Surface Area = 1756 yd2
400
The ratio of the surface areas of two cubes is 64:225. If the volume of the smaller cube is 13,824 m3, what is the volume of the larger cube?
91,125 m3
500
A juice seller was serving his customers using glasses as shown in Fig. 12.13. The inner diameter of the cylindrical glass was 5 cm, but the bottom of the glass had a hemispherical raised portion which reduced the capacity of the glass. If the height of a glass was 10 cm, find the apparent capacity of the glass and its actual capacity. (Use 3.14.)
163.5 cm3
500
Savannah has a water bottle that is a rectangular prism. Then, she pour 1/4 of the volume of water in a glass with diameter of 5 cm. What is the height of the water level in the glass in cm?
8 cm
500
A pyramid has a height of 9 yards and a volume of 96 cubic yards. Which of these are possible dimensions for its rectangular base?
A 4 yards by 8 yards
B 2 yards by 8 yards
C 6 yards by 7 yards
D 5 yards by 8 yards
A
500
The decorative block shown in Fig. 12.7 is made of two solids — a cube and a hemisphere. The base of the block is a cube with edge 5 cm, and the hemisphere fixed on the top has a diameter of 4.2 cm. Find the total surface area of the block. (Take 22/7)
163.86 cm2
500
A solid chocolate rabbit is 6 in. high and weighs 0.25 lb. A similar chocolate rabbit is 12 in. high. How much does it weigh?
2 lbs