Unit 1 Toolbox A

Last updated over 4 years ago
24 questions
1

Describe the meaning of the term point.

1

Describe the meaning of the term line.

1

Describe the meaning of the term plane.

1

Define line segment.

1

Define midpoint.

1

Define endpoints.

1

Describe the meaning of the term bisects.

1

Define perpendicular lines.

1

Define parallel lines.

1

A counterexample is an example that disproves a conjecture.

Conjecture: Lines that never meet will ALWAYS be parallel lines.

Explain why skew lines serve as a counterexample to this claim.

1

Define angle.

1

Define ray.

1

What geometric figures make up the sides of an angle?

1

What geometric figure makes up the vertex of an angle?

1

The measure of an angle is the __________ amount of rotation about a vertex from one ray to the other, measured in degrees.

1

The REFLEX measure of an angle is the _____________ amount of rotation about a vertex from one ray to the other, measured in degrees.

1

Define angle bisector.

1

An acute angle has a measure that is ______________________.

1

A right angle has a measure that is _______________________.

1

An obtuse angle has a measure that is _______________________.

1

Two angles are complementary angles if the sum of their measures is _________.

1

Two angles are supplementary angles if the sum of their measures is _________.

1

Two angles are vertical angles if they are formed by two intersecting lines and are located directly _______________ each other.

1

Two angles form a linear pair if they are formed by two intersecting lines and are located directly _______________ each other.