name: ______________ geometry- surface area and volume vocabulary

Name: ______________

Geometry-Surface Area and

VolumeVocabulary

Definition (Spanish)

Definition (English)

Term

Picture/Illustration

Example

SAV CC1 9.1.1

_____________

Is something that does not have any ______ or ______

Es algo que no tiene cualquier ancho o profundidad

LineCurve



Term


Example

SAV CC1 9.1.1

_____________

Is an object having length _____ width

Es un objeto que tiene longitud y anchura

RectangleTrianglePolygons



Term


Example

SAV CC1 9.1.1

_____________

Is an object that has height, width, and depth

Es un objeto que tiene altura, anchura y profundidad

PrismConePyramidCylinder



Term


Example

SAV CC1 9.1.1

________

Is expressed as the number of 1x1x1 ____ ______ (or parts of cubes) that fit inside a solid three-dimensional region

Se expresa como el número de unidades de cubos 1x1x1 (o partes de cubos) que encajan dentro de una región tridimensional sólido

Length=4Width=3Height=5



Term


Example

SAV CC1 9.1.1

_____________

Is a prism with a base that is a ___________

Es un prisma con una base que es un rectángulo

Formula

Term


Example

SAV CC1 9.1.1

Volume of a Rectangular

Prism

l = lengthw = widthh = height

𝑉=¿×¿×¿

𝑉=4×12×3=144𝑢𝑛3



Term


Example

SAV CC1 9.1.1

____ _____

Are used to _________ volume

Se utilizan para medir el volumen

Cubic InchesCubic Centimeters

𝑖𝑛3𝑐𝑚3



Term


Example

SAV CC1 9.1.2

_______

Is a two-dimensional closed figure made of straight line segments connected end to end

Es una figura cerrada de dos dimensiones hecha de segmentos rectilíneos conectados de extremo a extremo

Triangle, Quadrilateral, Pentagon, Hexagon



Term


Example

SAV CC1 9.1.2

______

Has ______ congruent parallel faces called bases

Tiene dos caras paralelas congruentes llamadas bases

The parallel congruent bases are triangles



Term


Example

SAV CC1 9.1.2

_____

Is a flat surface of a polyhedron

Es una superficie plana de un poliedro

The triangular prism has 3 rectangular faces



Term


Example

SAV CC1 9.1.2

______

Is a ____ _________ formed by the intersection of two faces

Es un segmento de línea formada por la intersección de dos caras

Rectangular prism has 12 edges



Term


Example

SAV CC1 9.1.2

_______

Is the ______ where two or more sides meet

Es el punto en el que dos o más partes se reúnen

Rectangular prism has 8 vertices



Term


Example

SAV CC1 9.1.2

_______

Is the _______ of a prism

Es la parte inferior de un prisma The base is

a square



Term


Example

SAV CC1 9.1.2

_________

Is a three-dimensional figure with no holes for which all faces are polygons

Es una figura tridimensional sin agujeros para que todas las caras son polígonos

Triangular PrismRectangular Prism



Term


Example

SAV CC1 9.1.2

________________

________

Is a prism with bases and faces that are all _________

Es un prisma con bases y caras que son todas rectángulos



Term


Example

SAV CC1 9.1.2

_____

Is a _______ of each of the faces of a prism or pyramid as if it was cut along the edges and flattened out

Es un dibujo de cada una de las caras de un prisma o pirámide como si se corta a lo largo de los bordes y aplanado



Term


Example

SAV CC1 9.1.2

______________

Is the ______ of all the areas of the faces

Es la suma de todas las áreas de las caras

All 6 faces are 5x5

SA=6 (5×5 )=150𝑢𝑛2



Term


Example

SAV CC1 9.1.2

________

Is a three-dimensional figure with a base that is a polygon, the faces form a single point (vertex)

Es una figura tridimensional con una base que es un polígono, las caras de un único punto (vértice)



Term


Example

SAV CC2 9.2.2

_______________

Is the _________ of a three-dimensional solid and a plane

Es la intersección de un sólido tridimensional y un plano



Term


Example

SAV CC3 10.1.1

____ _____

Is a number that is multiplied by itself 3 times to give a value

Es un número que se multiplica por sí mismo 3 veces para dar un valor

𝑎= 3√𝑎3

5=3√125The cube root of 125 is 5



Term


Example

SAV CC3 10.1.2

_________

Is a three-dimensional shape that has two congruent, circular bases

Es una forma tridimensional que tiene dos bases congruentes, circulares

Formula

Term


Example

SAV CC3 10.1.2

Volume of a Cylinder

r=radiush=height

𝑉=𝜋 ×22×4=16𝜋𝑐𝑚2

𝑉=¿×¿¿2×¿¿

Formula

Term


Example

SAV CC3 10.1.2

Surface Area of a Cylinder

r=______d=________h=_____

𝑆𝐴=2×𝑟2×𝜋+𝜋×𝑑×h

𝑆𝐴=2×22×𝜋+𝜋×4×4=24𝜋𝑐𝑚2



Term


Example

SAV CC3 10.1.3

_____

Is a three-dimensional figure that consists of a circular base and a point (apex)

Es una figura tridimensional que consta de una base circular y un punto (ápice)

Formula

Term


Example

SAV CC3 10.1.3

Volume of a Cone

r=radiush=height

𝑉=13×¿×¿¿

2×¿¿

𝑉=13×𝜋×22×6=8𝑐𝑚3


Term


Example

SAV CC3 10.1.3

Volume of a Pyramid

l =lengthw=widthh=height

𝑉=13×¿×¿×¿

𝑉=13×10×8×6=160 𝑖𝑛3



Term


Example

SAV CC3 10.1.4

_______

Is a three-dimensional object formed by a set of fixed points that are equidistant from a fixed point

Es un objeto tridimensional formado por un conjunto de puntos fijos que son equidistantes de un punto fijo

Formula

Term


Example

SAV CC3 10.1.4

Volume of a Sphere

r = radius

𝑉=43×¿× ¿¿

3 ¿

name: ______________ geometry- surface area and volume vocabulary

Documents

height slide

prism es

rectngulo slide

edges slide

hexagon slide

square slide

rectangular faces slide

width es