geometry in our world

21
Geometry by Nolan and Ryan

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Page 1: Geometry in our World

Geometry

by Nolan and Ryan

Page 2: Geometry in our World

Line A 1-dimensional straight path that extends forever in opposite directions.

Page 3: Geometry in our World

Right Angle

An angle that is 90 degrees.

Page 4: Geometry in our World

Perpendicular Line Segments Two line segments that intersect at right angles.

Page 5: Geometry in our World

Line Segment

A part of a line between and including two points, called end-points of the segment.

Page 6: Geometry in our World

Vertex

The point at which the rays of an angle meet.

Page 7: Geometry in our World

Ray

A part of a line starting at the endpoint and continuing forever in one direction.

Page 8: Geometry in our World

Intersecting Lines

Two lines that cross one another but do not form a 90 degree angle.

Page 9: Geometry in our World

Convex

A polygon in which all vertices appear to be pushed outward.

Page 10: Geometry in our World

Concave A polygon in which at least one vertex appear to be pushed inward.

Page 11: Geometry in our World

Quadrangle -A four-sided polygon.

Page 12: Geometry in our World

Parallel Lines Lines in a plane that are the same distance apart and never meet.

Page 13: Geometry in our World

Rectangle

A parallelogram with all right angles.

Page 14: Geometry in our World

Rhombus

A parallelogram with all sides the same length.

Page 15: Geometry in our World

Trapezoid

A quadrilateral that has exactly one pair of parallel sides.

Page 16: Geometry in our World

Parallelogram

A quadrilateral with two pairs of parallel lines.

Page 17: Geometry in our World

Parallel Rays

Two rays that are the same distance apart and never meet..

Page 18: Geometry in our World

Radius

A line segment from the center of a circle to any point on the circle.

Page 19: Geometry in our World

Diameter

A line segment that passes through the center of a circle and has endpoints on the circle.

Page 20: Geometry in our World

Circumference

The distance around a circle.

Page 21: Geometry in our World

THe EndThank you for watching!