Adjacent
Complementary
Supplementary
Vertical
Vocabulary
100

Adjacent angles need to share a vertex and a ....

What is a ray? (common ray, side)

100

How many angles are needed to create complementary angles?

What is TWO?

100

Supplementary angles are made of this many angles.

What is Two?

100

Vertical angles share a point called this.

What is a Vertex?

100

Name the angle that measures 90 degrees.

Right

200

True or False: Adjacent angles can overlap.

What is False?

200

Do complementary angles have to be adjacent?

What is NO?

200

True or False: Supplementary angles have to share a vertex.

What is No?

200

Vertical angles are opposite and their angle measures are this.

What is Equal?

200

Name the angle that is 180 degrees.

Straight

300

Two 45 degree adjacent angles create this type of angle

What is Right?

300

Complementary angles must equal to this many degrees.

What is 90 degrees?

300

Supplementary angles must equal to this many degrees.

What is 180 degrees?

300

The measures of Vertical angles that are also complementary are this.

What are 45 degrees and 45 degrees?

300

Name the angle that is less than 180 degrees and more than 90 degrees.

Obtuse

400

Two 90 degree adjacent angles create this type of angle

What is Straight

400

The complement for a 10 degree angle is this angle.

What is 80 degrees?

400

The supplement for an angle of 75 degrees is this.

What is 105 degrees?

400

The measures of vertical angles that are supplementary are this.

What are 90 degrees and 90 degrees?

400

The figures that create a straight angle.

What are OPPOSITE RAYS?

500

True or False: Adjacent angles can be vertical angles

What is FALSE

500

Solve for x if two complementary angles equal x and 2x + 3.

What is 29?

500

Solve for x if two supplementary angles equal 3x and x +6 together.

What is 43.5?

500

When two lines create vertical angles, each adjacent pair are this type of angle pair.

What are Linear Pairs (Supplementary)?

500

The figure that divides an angle in half.

What is an ANGLE BISECTOR?