#### Study sets matching "geometry figures volume"

#### Study sets matching "geometry figures volume"

base

cube

cubic units

face

one face of a three- dimensional solid-often thought of as the…

a three-dimensional figure with six square sides

cubes of the same size used for measuring

any flat surface of a three-dimensional figure

base

one face of a three- dimensional solid-often thought of as the…

cube

a three-dimensional figure with six square sides

Base

Cube

Cubic units

Face

one face of a three dimensional solid - often thought of as th…

a three-dimensional figure with six square sides

cubes of the same size used for measuring

any flat surface of a three-dimensional figure

Base

one face of a three dimensional solid - often thought of as th…

Cube

a three-dimensional figure with six square sides

Base

cube

cubic units

face

one face of a three dimensional solid often thought of as the…

a three dimensional figure with six square sides

cubes of the same size used for measuring

any flat surface of a three dimensional figure

Base

one face of a three dimensional solid often thought of as the…

cube

a three dimensional figure with six square sides

base

cube

cubic units

face

one face of a three dimensional solid-often thought of as the…

a three dimensional figure with six square sides

cubes of the same size used for measuring

any flat surface of a three dimensional figure

base

one face of a three dimensional solid-often thought of as the…

cube

a three dimensional figure with six square sides

base

cube

cubic units

face

one face of three dimensional solid- often thought of as the s…

a three dimensional figure with six square sides

cubes of the same size used for measuring

any flat surface of a three dimensional figure

base

one face of three dimensional solid- often thought of as the s…

cube

a three dimensional figure with six square sides

Surface area of right prism

Surface area of pyramid

Surface area of cylinder

Volume of right prism

S= Ph + 2B... - p= perimeter of one base... - h= height of prism... - b…

S= 1/2 (Pl)+ B... - p= perimeter of base... - l= outer height ... - b=…

2 (pi radius squared) + (2 pi r * height)

V= Bh... - b= base area... - h= height

Surface area of right prism

S= Ph + 2B... - p= perimeter of one base... - h= height of prism... - b…

Surface area of pyramid

S= 1/2 (Pl)+ B... - p= perimeter of base... - l= outer height ... - b=…

Altitude

Circle

Sphere

Cone

A perpendicular segment from a vertex to the line containing t…

The set of all points in a plane that are the same distance fr…

the set of all points in space equidistant to a given point (n…

a three dimensional figure that has a circular base, a vertex…

Altitude

A perpendicular segment from a vertex to the line containing t…

Circle

The set of all points in a plane that are the same distance fr…

Rectangular Prism

Triangular Prism

Pyramid

Triangular Pyramid

A solid (3-dimensional) object which has six faces that are re…

A prism composed of two triangular bases and three rectangular…

A structure or monument, usually with a quadrilateral base, wh…

Pyramid having a triangular base.

Rectangular Prism

A solid (3-dimensional) object which has six faces that are re…

Triangular Prism

A prism composed of two triangular bases and three rectangular…

Base

Bisect

Cubic Units

Height

one face of a three-dimensional solid- often thought of as the…

divide into two equal parts

Cubes of the same size used for measuring volume

adjacent layers of the base that form a rectangular prism

Base

one face of a three-dimensional solid- often thought of as the…

Bisect

divide into two equal parts

base

congruent

equilateral triangle

heptagon

In two dimensions, one side of a triangle or parallelogram tha…

Having the same size and the same shape

a triangle with three congruent sides

A polygon wtih seven sides

base

In two dimensions, one side of a triangle or parallelogram tha…

congruent

Having the same size and the same shape

F + V = E + 2

LA= Perimeter * Height

SA= LA+2B

LA= 2πrh

Euler's Polyhedron Theorem

Lateral Area of a prism

Surface Area of a prism

Lateral Area of a Cylinder

F + V = E + 2

Euler's Polyhedron Theorem

LA= Perimeter * Height

Lateral Area of a prism