Chapter 1 Vocab Quiz Flashcards

1
Q

Point

A

Represented by a small dot.

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2
Q

Line

A

Made up of points. Runs infinitely in both directions.

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3
Q

Plane

A

A flat surface that contain several points. It also runs infinitely in all directions

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4
Q

Collinear

A

Multiple points that are contained in the same line

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5
Q

Coplanar

A

Multiple places that are contained in the same plane

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6
Q

Intersecting

A

Two or more geometric figures intersect if they have one or more points in common

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7
Q

Postulate

A

A statement that is accepted without proof

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8
Q

Parallel

A

Lines that do not intersect, or in the same plane, and face in the same direction

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9
Q

Skew

A

Lines that do not intersect, are in different planes, and also face different directions

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10
Q

Segment

A

A part of a line. It contains two and points and connect them

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11
Q

Ruler Postulate

A

Subtract the end point values and take the absolute value of the difference

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12
Q

Point Between

A

A point is between two other points only if all three points are collinear (The point does not have to be the midpoint)

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13
Q

Segment Addition Postulate

A

If B is between A and C, then AB + BC = AC
Aka “lil seg” + “lil seg” = “big seg”

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14
Q

Congruent

A

Geometric terms that have the same value (equal)

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15
Q

Distance Formula

A

(Square root of ( x2-x1)^2 + (y2-y1)^2)

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16
Q

Midpoint

A

The point that divides a segment into two congruent segments

17
Q

Midpoint Formula

A

COM = (x1+ x2/2 ), (y1+y2/2)

18
Q

Segment Bisector

A

 Can be either a segment, ray, line, or plane that intersects a segment at its midpoint, splitting it into two congruent segments

19
Q

Ray

A

A part of a line that starts at one endpoint and extends infinitely in the other direction

20
Q

Opposite Rays

A

Raise going in opposite directions from the same starting point

21
Q

Angle

A

Is formed by two different rays coming from the same start point

22
Q

Sides of an angle

A

Rays that make up the angle

23
Q

Vertex

A

The point the rays in the angle have in common

24
Q

Interior point

A

A point that is located somewhere between the rays of an angle

25
Q

Exterior point

A

A point that is located somewhere outside of the rays of an angle 

26
Q

Angle bisector

A

A ray that divides an angle into two congruent angles

27
Q

Angle Addition Postulate

A

“Lil angle” + “lil angle” = “big angle”

28
Q

Adjacent angles

A

Angles that share a common side (middle) and vertex

29
Q

Linear pair

A

Two adjacent angles that form a straight line

30
Q

Vertical angles

A

A pair of angles formed by two intersecting lines. They are directly across from one another
Make an X shape 

31
Q

Complementary angles

A

Pair of angles that sum to 90 degrees

32
Q

supplementary angles

A

A pair of angles that sum to 180 degrees

33
Q

Vertical angles are ____

A

Congruent

34
Q

Two angles in a linear pair are _____

A

Supplementary

35
Q

Perpendicular

A

Line segment or rays that form right angles

36
Q

Theorem

A

Hey statement which must be proven true

37
Q

Congruent supplements theorem

A

Look for two pairs of angles that add up to 180, with one of the angles being repeated. The angles that are different are the ones that are congruent

38
Q

Congruent complement theorem

A

Look for two pairs of angles that add up to 90, with one of the angles being repeated. The angles that are different are the ones that are congruent