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The strand of math that deals with measurement and comparing figures, both plane and solid .
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The strand of math that deals with measurement and comparing figures, both plane and solid.

Dec 27, 2015

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Clifton Webb
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Page 1: The strand of math that deals with measurement and comparing figures, both plane and solid.

The strand of math that deals with measurement and comparing figures, both plane and solid .

Page 2: The strand of math that deals with measurement and comparing figures, both plane and solid.

Open Figure Closed Figure

Page 3: The strand of math that deals with measurement and comparing figures, both plane and solid.

Attributes

A quality that is characteristic of someone or something.

Page 4: The strand of math that deals with measurement and comparing figures, both plane and solid.

Congruent – figures that have exactly the same size and same shape

Page 5: The strand of math that deals with measurement and comparing figures, both plane and solid.

Side – any of the line segments that form a polygon

Side

Page 6: The strand of math that deals with measurement and comparing figures, both plane and solid.

Plane – A flat surface that goes on forever in all directions

Page 7: The strand of math that deals with measurement and comparing figures, both plane and solid.

Plane Figure – Any two-dimensional figure

Page 8: The strand of math that deals with measurement and comparing figures, both plane and solid.

Lines• parallel lines

• Lines in a plane that never intersect

Example:

perpendicular lines Two lines that intersect to form four right angles

Example:

Page 9: The strand of math that deals with measurement and comparing figures, both plane and solid.

Ray

• A part of a line, with one endpoint, that continues without end in one direction

Example:

ray CD

Page 10: The strand of math that deals with measurement and comparing figures, both plane and solid.

Angles• angle A figure formed by two rays

that have a common endpoint

• Acute angle An angle that has a

measure less than a right angle (less than 90°)

Example:

obtuse angleAn angle whose measure is greater than 90° and less than 180°

Example:                                               

           

Page 11: The strand of math that deals with measurement and comparing figures, both plane and solid.

Polygon – a closed plane figure with straight sides

Page 12: The strand of math that deals with measurement and comparing figures, both plane and solid.

Quadrilateral – a four sided polygon

Page 13: The strand of math that deals with measurement and comparing figures, both plane and solid.

Square – A plane figure with four sides that are the same length and four right angles

Page 14: The strand of math that deals with measurement and comparing figures, both plane and solid.

Rectangle – a plane figure with four sides and four right angles

Page 15: The strand of math that deals with measurement and comparing figures, both plane and solid.

Triangle – A plane figure with three straight sides

Page 16: The strand of math that deals with measurement and comparing figures, both plane and solid.

Pentagon

– a five-sided polygon

Page 17: The strand of math that deals with measurement and comparing figures, both plane and solid.

Trapezoid – a quadrilateral with onlyone pair of parallel sides

Page 18: The strand of math that deals with measurement and comparing figures, both plane and solid.

Rhombus – a parallelogram whose four sides are congruent and opposite angles are congruent

Page 19: The strand of math that deals with measurement and comparing figures, both plane and solid.

Hexagon – a six sided polygon

1

2

3

4

5

6

Page 20: The strand of math that deals with measurement and comparing figures, both plane and solid.

Octagon – An eight-sided polygon

STOP

Page 21: The strand of math that deals with measurement and comparing figures, both plane and solid.

Parallelogram – any four sided polygon with two pairs of parallel lines

Page 22: The strand of math that deals with measurement and comparing figures, both plane and solid.

Solid figure – A figure with 3 dimensions; not flat

Page 23: The strand of math that deals with measurement and comparing figures, both plane and solid.

Three Dimensional – having length, width, height, and volume

Page 24: The strand of math that deals with measurement and comparing figures, both plane and solid.

Three-Dimensional Figures

Page 25: The strand of math that deals with measurement and comparing figures, both plane and solid.

Horizontal – the direction from left to right

Vertical – The direction from top to bottom

Page 26: The strand of math that deals with measurement and comparing figures, both plane and solid.

Edge – A place where two or more sides meet on a geometric solid

Edge

Page 27: The strand of math that deals with measurement and comparing figures, both plane and solid.

Face – A flat side on a geometric solid

Face

Page 28: The strand of math that deals with measurement and comparing figures, both plane and solid.

Vertex – a corner; a place where three or more sides meet in a geometric solid

Page 29: The strand of math that deals with measurement and comparing figures, both plane and solid.

Vertices – more than one corner

Vertex

Page 30: The strand of math that deals with measurement and comparing figures, both plane and solid.

Cube – A solid figure with six congruent square faces

Page 31: The strand of math that deals with measurement and comparing figures, both plane and solid.

Prism – A 3-dimensional figure that has two congruent and parallel faces that are polygons. The rest of the faces are parallelograms

rectangular prism Hexagonal prism

Page 32: The strand of math that deals with measurement and comparing figures, both plane and solid.

Rectangular Prism – A solid figure in which all six faces are rectangles

Page 33: The strand of math that deals with measurement and comparing figures, both plane and solid.

Pyramid – a polyhedron whose base is a polygon whose other faces are triangles that share a common vertex

Page 34: The strand of math that deals with measurement and comparing figures, both plane and solid.

Square Pyramid

• square pyramid

• A pyramid with a square base and four triangular faces

Example:

Page 35: The strand of math that deals with measurement and comparing figures, both plane and solid.

Sphere – any round object whose curved surface is the same distance to the center as all of its points

Page 36: The strand of math that deals with measurement and comparing figures, both plane and solid.

Cylinder A solid figure with two circular bases that are parallel and congruent

Page 37: The strand of math that deals with measurement and comparing figures, both plane and solid.

Cone – a solid figure with one curved surface, one circular base, and one vertex

Vertex

Circular Base

Page 38: The strand of math that deals with measurement and comparing figures, both plane and solid.

Base – A special face of a solid figure

Base The base of a cone is a circle.