Geometry

2. defined as a boundless, three dimensional set of all points. It can contain lines and planes.
5. After the statement has been proven. t can also be used as a reason to justify statements in other proofs.
7. Numbers That can be represented by evenly spaces points. Forming a geometric shape
9. Includes points lines and planes. Are explained using examples and descriptions.
10. Describes the magnitude and the direction of the quantity.Represented by a directed line segment.
11. Two or more geometric figures. With a set of points they have in common
15. One of the most famous theorem in mathematics. It relates the lengths of the hypotenuse and legs of a right triangle.
18. ratio A ratio of the lengths of two sides of a right triangle. They are constant for a given angle measure.
20. Formed by exchanging the hypothesis. Is the conclusion of the continental.

1. Two angles that lie in the same plane and have common vertex and a common side. It has no common interior points.
3. The angle formed by a horizontal line.The observer's line of sight to an object below the horizontal line.
4. Can be measured because it has two end points. It always includes a unit of measure.
6. Is a flat surface. Is made up of points that extend in indefinite directions.
8. All of its faces are regular congruent polygons and all edges are congruent. has exactly five types.
12. Two points that's the length of the segment with those points as endpoints.The coordinates of the points can be used to find the length.
13. A statement that is accepted as true without proof. Basic ideas about points, lines, and planes can be stated as this.
14. Positive square root of their product between two numbers.
16. The angle formed by a horizontal line and the observer's line of sight to an object above the horizontal line.
17. Point that determines exactly two rays. Both rays share a common endpoint.
19. A measurement is equal to one half the unit of measure. The smaller the unit of measure the more precise the measurement.