Geometry Flashcards

(32 cards)

1
Q

A specific location in space.

A

a point

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2
Q

Extends to infinity in two opposite directions. A straight path that connects two points.

A

Line

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3
Q

A finite piece of a line. Does not extend infinitely in both directions.

A

line segment

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4
Q

The points at the ends of a line segment

A

endpoints

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5
Q

A line segment is named using its…

A

endpoints

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6
Q

A partial type of line with one endpoint and an arrow which stretches to infinity

A

Ray

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7
Q

Formed when two rays have a common endpoint

A

Angle

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8
Q

The common endpoint of an angle

A

vertex

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9
Q

What are four ways to name this angle?

A
  1. ∠1
  2. ∠B
  3. ∠ABE
  4. ∠EBA
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10
Q

What does the letter f represent in the diagram?

A

line AB

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11
Q

What are 3 other names for ∠4 and which should not be chosen in this scenario?

A

∠E, ∠CEB, or ∠BEC. ∠E should not be chosen because E is the vertex of all the other angles as well.

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12
Q

Name the following figure

A

A Point

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13
Q

Name the following figure

A

A Ray

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14
Q

Name the following figure

A

A Line

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15
Q

Name the following figure

A

An Angle

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16
Q

Name the following figure

A

A Line Segment

17
Q

The distance between two points on a line segment is called…

A

the length of the segment

18
Q

The locations of four points on a number line are A = 2, B = 4, C = − 3, and D = − 6. What is the value of AB + CD?

A

AB = |4 − 2| = 2 and CD = | − 3 − (−6)| = 3.

So AB+ CD= 2+ 3= 5.

19
Q

Find AB, if AC = 12 and BC = 7.

A

AB = 12 − 7 = 5.

20
Q

Points S, T, U, V, and W lie, in order from left to right, on a number line. Point U is at −2. Where are the rest of the points located?
ST = 2 TU = 1 UV = 3 VW= 2

A

We know point U is at −2 and TU = 1. This lets us locate point T at −3. Now we can use ST = 2 to find that S= − 5, and UV = 3 to find that V = 1. Now we can locate point W by using VW = 2, so W = 3.

21
Q

AB could be used to represent the segment itself, but also…

A

the length of the segment.

22
Q

A pair of adjacent, supplementary angles

23
Q

A straight line is how many degrees?

24
Q

A linear pair of angles measures up to how many degrees?

25
The angles that are opposite from one another are called…
vertical angles
26
Either of two angles whose sum is 180°.
supplementary
27
Angles that are opposite of each other when two lines cross.
Vertical Angles
28
Angles that are congruent.
Vertical Angles
29
Have the same angle measure
Congruent Angles
30
A statement assumed to be true without proof.
Postulate
31
“B is a point on line AC if and only if AB + BC = AC.
Segment Addition Postulate
32
The halfway between two endpoints.
Midpoint