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6B Unit 2 Vocabulary
Geometry
30
Mathematics
6th Grade
02/12/2014

Additional Mathematics Flashcards

 


 

Cards

Term
Point
Definition
  • is a location in space. 
  • It has no size.
  • You name a _____ with a capital letter.

[image] 

 

 

Term
Line
Definition
  • is a combination of points that extend in two opposite directions. 
  • it stretches in both directions forever.  Like a point has no size, a _____ has no thickness.  We name it by using any two points on a it.

[image]

Term
Line Segment
Definition
  • is a piece of a line.
  • two endpoints and all the points of the line between them. 
  • You name it by its endpoints. 

[image]

Term
Ray
Definition
  • has one endpoint and all the points of a line in one direction from that endpoint. 
  • To name a it, use the endpoint and any other point on it.

[image]

Term
Plane
Definition
  • is a flat surface with no thickness that extends without end in all directions on that surface.

 

Term
Intersecting Lines
Definition

are any two lines that have exactly one point in common.

[image]

Term
Parallel Lines
Definition

 

are two lines that have no points in common. 

[image]

Term
Skew Lines
Definition

 

are lines that are not parallel or intersecting.  This is because they lie in different planes.

[image]

Term
Acute Angle
Definition

Angle that has a measure less than 90°.

[image]

Term
Obtuse Angle
Definition

 

angle has a measure greater than 90° but less than 180°.

[image]

Term
Right Angle
Definition

 

angle measures exactly 90°.

[image]

Term
Straight Angle
Definition

angle measures exactly 180°. It looks like a straight line.


[image]

Term
Perpendicular lines
Definition

 

There is a special name for lines that intersect to form right angles..

It just means at right angles (90°)

[image]

Term
What is a Degree?
Definition

 

We can measure Angles in Degrees.
There are 360 degrees in one Full Rotation
(one complete circle around).
The Degree Symbol: °
We use a little circle ° following the number to mean degrees.
For example 90° means 90 degrees
One Degree
[image]
Term
The Full Circle
Definition

 

—A Full Circle is 360°

[image]

 

—Half a circle is 180°
(called a Straight Angle)

 

—

 

—Quarter of a circle is 90°
(called a
Right Angle)

 

Term
Vertex
Definition

 

—A vertex (plural: vertices) is a point where two or more straight lines meet.

[image]

Term
Supplementary Angles
Definition

 

When two angles sum measures 180˚

[image]

 

—Notice that together they make a straight angle.
[image]
—But the angles don't have to be together.

 

Term
Complementary Angles
Definition

 

When two angles sum measures 90˚

[image]

 

—Notice that together they make a right angle.

[image]

 

—But the angles don't have to be together.

 

 

Term
Adjacent Angle
Definition

 

—Two angles are _______ if they have a common side and a common vertex (corner point) and don't overlap.

[image]

 

Angle ABC is _______ to angle CBD

 

 

 

Because:

 

 

 

they have a common side (line CB)

 

they have a common vertex (point B)

 

Term
Vertical Angles
Definition

 

are the angles opposite each other when two lines cross

[image]

 

Term
Congruent Angles
Definition

 

Angles with equal measurements

 

have the same angle (in degrees).

 

—They don't have to point in the same direction.

 

—They don't have to be on similar sized lines.

 

—Just the same angle.
[image]

 

Term

 

Transversal

 

Definition

 

A line that crosses two or more lines at different points

[image]

Term
Interior Angles
Definition

An Interior Angle is an angle inside a shape.

[image]

 

 

Angles on either side of a transversal

 

between a pair of lines

[image]

 

Term
Exterior Angles
Definition

 

The _______is the angle between any side of a shape, and a line extended from the next side.

[image]

 

Angles on either side of a transversal

 

outside of a pair of lines

[image]

Term
Acute Triangle
Definition

 

—A Triangle that’s interior angles (All 3 )are all acute (less than 90˚)

[image]

Term
Obtuse Triangle
Definition

 

—A Triangle that has an interior angle that is (larger than 90˚)

[image]

Term
Right Triangle
Definition

 

—A Triangle that has one interior angle that is exactly 90 degrees.

 

—The only type of triangle that has a Hypotenuse.

[image]

Term
Equilateral Triangle
Definition

 

—Where all three sides and angles are congruent (have the same measurements).

[image]

Term
Isosceles Triangle
Definition

 

A triangle with at least two congruent sides, and two congruent angles.

[image]

Term
Scalene Triangle
Definition

 

A triangle with no congruent sides, no congruent angles

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