Question 1

The sum of the areas of the faces of a polyhedron

Accepted Answer

Surface Area

Answer

Lateral area

Answer

Area

Answer

Volume

Question 2

A polyhedron with two congruent bases that lie in parallel planes

Accepted Answer

Prism

Answer

Pyramid

Answer

Face

Answer

Net

Question 3

A solid with one circular base

Accepted Answer

Cone

Answer

Cylinder

Answer

Prism

Answer

Sphere

Question 4

A face of a 3-D figure by which the figure is measured or classified

Accepted Answer

Base

Answer

Lateral face

Answer

Net

Answer

Edge

Question 5

A line segment where two faces meet

Accepted Answer

Edge

Answer

Net

Answer

Base

Answer

Lateral face

Question 6

A solid that is enclosed by polygons

Accepted Answer

Polyhedron

Answer

Vertex

Answer

Cylinder

Answer

Face

Question 7

A two-dimensional pattern that forms a solid when it is folded

Accepted Answer

Net

Answer

Face

Answer

Vertex

Answer

Edge

Question 8

The sum of the areas of a lateral face of a prism or pyramid

Accepted Answer

Lateral area

Answer

Surface area

Answer

Lateral face

Answer

Net

Question 9

A polygon that is a side of a polyhedron

Accepted Answer

Face

Answer

Base

Answer

Vertex

Answer

Net

Question 10

A face of a prism or a pyramid that is not a base

Accepted Answer

Lateral face

Answer

Face

Answer

Polyhedron

Answer

Vertex

Question 11

A solid formed by all points in space that are the same distance from a fixed point

Accepted Answer

Sphere

Answer

Pyramid

Answer

Cone

Answer

Cylinder

Question 12

A polyhedron with one base

Accepted Answer

Pyramid

Answer

Cone

Answer

Cylinder

Answer

Prism

Question 13

The amount of space a solid occupies

Accepted Answer

Volume

Answer

Base

Answer

Net

Answer

Lateral area

Question 14

A solid with two congruent circular bases that lie in parallel planes

Accepted Answer

Cylinder

Answer

Prism

Answer

Cone

Answer

Net

Question 15

A point where three or more edges meet

Accepted Answer

Vertex

Answer

Edge

Answer

Face

Answer

Prism

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