 Fill in the answers listed on the board anywhere on your
Bingo card.
 You will not have a FREE
SPACE.

Describe the 3D figure that can be made from the net.
Answer: Cylinder

Find the number of edges.
Answer: 16

Find the lateral surface area.
Round to the nearest tenth.
Answer: 628.3 sq yd

Find the total surface area.
Round to the nearest tenth.
Answer: 150 sq ft
 A cube with side length 5 feet

Find the lateral surface area.
Round to the nearest tenth.
Answer: 630 sq ft
 A square pyramid with side length 15 feet and slant height 21 feet

Find the total surface area.
Round to the nearest tenth.
Answer: 785.4 sq in
 A cone with diameter 20 inches and slant height 15 inches

Find the total surface area.
Round to the nearest tenth.
Answer: 1407.4 sq m

Find the volume.
Answer: 1080 cubic ft

Find the volume.
Answer: 2827.4 cubic in

Find the volume.
Answer: 377 cubic cm
 A cone with diameter 12 centimeters and height 10 centimeters

Find the volume.
Answer: 1608.5 cubic ft

Find the surface area.
Answer: 452.4 sq in
 A sphere with volume of
288
π in 3

Find the diameter of a sphere.
Answer: 16 ft
 A sphere with surface area
256π ft 2

Find the surface area.
Answer: 338.3 sq cm

Answer: 49.5
 Earth’s diameter is approximately 7930 miles.
The Moon’s diameter is approximately 2160 miles.
About how many times as great is the volume of the
Earth as the volume of the
Moon?

Answer: pentagon
 Describe the cross section of a pentagonal pyramid made by a plane parallel to the base.

Answer: 3036.9 cubic in
 An oxygen tank is the shape of a cylinder with a hemisphere at each end. If the radius of the tank is 5 inches and the overall length is 32 inches, what is the volume of the tank?

Answer: 188.5 sq ft
 What is the lateral area of a right cone with radius of 6 feet and a height of 8 feet?

Answer: 377 sq cm
 How much aluminum does it take to create a cylindrical aluminum can with a 6 cm diameter and 17 cm height?

Answer: 4.2
 Find the volume of a cone with a base diameter of 2 and a height that is four times the radius.

Answer: 268.1 cubic in
 What is the volume of a spherical snowball when its circumference is 8π in?

Answer: 3.4 cm
 If the surface area of a cube is 70 cm 2 , what is the approximate length, s, of one side of the cube?

Answer: 19 sq cm
 A cube has a surface area of 76 cm 2 . If the dimensions of the cube are halved, what is the new surface area of the cube?

Answer: 412.6 in
 A sphere has a surface area of
46 in 2 . If the diameter of the sphere is tripled, what is the new surface area of the sphere?

Answer: 12.2 cm
 A cone has a surface area of 236.3 cm 2 . If the radius of the cone if 4.5 cm, then what is the slant height of the cone?

Answer: 65,449.8 cubic cm
 A human eyeball is approximately a sphere with a diameter of 2.5 cm.
If the eyeball of a giant squid is approximately a sphere and is 10 times the size of a human eyeball, then what is the volume of the giant squid’s eyeball?