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Quizzes > Mathematics

Geometry Vocabulary Quiz: Supplementary Angles and Key Terms

Quick, free geometry terms quiz. Instant results.

Editorial: Review CompletedCreated By: Yoshi GamezUpdated Aug 23, 2025
Difficulty: Moderate
2-5mins
Learning OutcomesCheat Sheet
Paper art style geometry vocabulary quiz featuring rays, angles, shapes on a coral background

This geometry vocabulary quiz helps you practice essential terms like ray, angle, line, and vertex while checking your understanding of supplementary angles. For more practice, try our supplementary angles quiz, explore broader angle relationships with an angle relationships quiz, or review angle types with a types of angles quiz.

What geometric term describes a location in space with no dimensions?
Line
Plane
Ray
Point
A point is defined as an exact position or location in space with no length, width, or height. It is one of the most fundamental concepts in geometry, serving as the building block for more complex figures like lines and planes. Points are typically represented by a dot and are named by a capital letter. For more details, see .
Which term refers to a straight path that has a fixed starting point and extends infinitely in one direction?
Line Segment
Plane
Line
Ray
A ray starts at a single point (the endpoint) and extends infinitely in one direction. It differs from a line segment, which has two endpoints, and a line, which extends infinitely in both directions. Rays are used to define angles and directions in geometry. For more information, see .
What is the term for a flat surface that extends without end and has no thickness?
Point
Angle
Plane
Line
A plane is a two-dimensional flat surface that extends infinitely in all directions and has no thickness. It is one of the fundamental undefined terms in geometry, along with point and line. Planes are often visualized as sheets that continue without end. For additional context, see .
Which term describes the part of a line between two points, including those points?
Angle
Plane
Segment
Ray
A segment, or line segment, consists of two endpoints and all points between them on a line. It has a finite length, unlike a line or ray which extend infinitely. Line segments are used to measure distances and form shapes like triangles and polygons. Learn more at .
What defines two lines as parallel?
They share exactly one endpoint
They intersect at one point
They are at right angles to each other
They never meet and are always the same distance apart
Parallel lines are lines in the same plane that never intersect, no matter how far they are extended, and remain equidistant from each other at all points. This concept is fundamental in geometry and underlies many properties of shapes and angles. Parallelism is denoted by the ? symbol. For more, see .
Which term describes lines that intersect to form right angles?
Skew lines
Perpendicular lines
Concurrent lines
Parallel lines
Perpendicular lines meet or intersect at a 90-degree angle, also called a right angle. This relationship is essential for defining shapes like rectangles and squares. The symbol ? is used to denote perpendicularity. For further explanation, visit .
What is the vertex of an angle?
The region inside the angle
The two rays forming the angle
The measure of the angle in degrees
The point where the two rays meet
The vertex of an angle is the common endpoint where the two rays (or line segments) that form the angle meet. It serves as the pivot point for measuring the angle. Recognizing the vertex is crucial for identifying angle types and calculating measures. For additional reading, see .
Which term refers to a closed figure formed by three or more straight sides?
Circle
Polygon
Curve
Ray
A polygon is a two-dimensional closed shape made up of a finite number of straight line segments connected end-to-end. Common examples include triangles, quadrilaterals, and pentagons. Polygons are classified by the number of their sides. Learn more at .
What do you call two angles whose measures add up to 90 degrees?
Complementary angles
Vertical angles
Adjacent angles
Supplementary angles
Complementary angles are two angles whose measures sum to 90 degrees. They can be adjacent (forming a right angle) or non-adjacent. This concept is frequently used in trigonometry and right-triangle problems. More details can be found at .
Which term describes two angles whose measures total 180 degrees?
Linear pair
Vertical angles
Supplementary angles
Complementary angles
Supplementary angles are two angles whose measures add up to 180 degrees. When they are adjacent, they form a straight line, known as a linear pair. This property is key in many proofs and angle calculations. See for more.
What is a concave polygon?
A polygon with all interior angles less than 180°
A polygon with at least one interior angle greater than 180°
A polygon with equal sides and angles
A polygon that is not closed
A concave polygon has at least one interior angle greater than 180 degrees, causing it to appear 'caved in' at that vertex. This contrasts with convex polygons, where all interior angles are less than 180 degrees. Recognizing concavity is important in computational geometry and shape classification. For further reading, visit .
What name is given to three or more lines that meet at a single point?
Parallel lines
Intersecting lines
Concurrent lines
Skew lines
Concurrent lines are three or more lines that all intersect at the same point. This single point is called the point of concurrency. Examples include the medians, angle bisectors, and altitudes of a triangle. More information is available at .
What are skew lines?
Lines that do not lie in the same plane and never intersect
Lines in the same plane that never intersect
Lines that coincide completely
Lines that intersect at a right angle
Skew lines are lines that do not lie in the same plane and therefore never intersect or are not parallel. They occur in three-dimensional geometry and have no point of intersection. This concept is important in advanced spatial reasoning and modeling. For more detail, see .
In triangle geometry, what is the centroid?
The point where altitudes meet
The intersection of the medians
The center of the inscribed circle
The intersection of the perpendicular bisectors
The centroid of a triangle is the point where its three medians intersect, and it serves as the triangle's center of mass or gravity. Each median connects a vertex to the midpoint of the opposite side. The centroid divides each median in a 2:1 ratio, with the longer segment towards the vertex. For more, see .
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Study Outcomes

  1. Identify Key Geometry Terms -

    Learn to recognize essential geometry vocabulary, including ray, angle, and plane, as featured in the basic geometry vocabulary quiz.

  2. Define Fundamental Concepts -

    Understand clear definitions for core terms like ray and segment, ensuring you can articulate what each term means in geometry contexts.

  3. Differentiate Line Types -

    Distinguish between lines, line segments, and rays - clarifying how a ray extends forever in one direction compared to other straight objects.

  4. Apply Vocabulary in Practice -

    Use your new terminology skills to tackle flat geometry questions accurately, strengthening your confidence through a hands-on geometry terms quiz.

  5. Analyze Geometric Relationships -

    Examine how angles and planes interact in basic scenarios, improving your ability to interpret diagrams and solve geometry vocabulary test items.

  6. Evaluate Knowledge with a Quiz -

    Engage in a free, interactive geometry vocabulary test to assess your mastery and identify areas for further review.

Cheat Sheet

  1. Points, Lines, and Planes -

    Points are zero-dimensional markers, lines extend infinitely in both directions, and planes are flat surfaces stretching without end. Visualize a line as a taut string and a plane as an endless tabletop - this helps anchor the basic geometry vocabulary quiz. Remember: any two points define a unique line, and any three non-collinear points define a plane (Euclid's postulates).

  2. Rays vs. Line Segments -

    In a geometry terms quiz, a ray starts at one endpoint and extends forever in one direction, while a segment has two endpoints and fixed length. Use the mnemonic "ray = one-way freeway" to recall that a ray extends forever in one direction. On a line ABC, ray AB is written as →AB, showing A is the endpoint.

  3. Angle Basics and Notation -

    An angle is formed by two rays (sides) meeting at a common endpoint (vertex). In a geometry vocabulary test, you'll see angles labeled as ∠ABC, where B is the vertex. Practice by sketching ∠45° and labeling arms to build fluency in angle measurement and notation.

  4. Parallel and Perpendicular Lines -

    Parallel lines (‖) never meet and stay the same distance apart, while perpendicular lines (⊥) intersect at right angles (90°). Remember the "||" symbol as railroad tracks and "⊥" as the corner of a book for easy recall on flat geometry questions. Many proofs on university math sites like MIT OpenCourseWare rely on these properties to establish congruence and similarity.

  5. Collinear and Coplanar Points -

    Collinear points lie on the same line; coplanar points lie on the same plane but not necessarily on one line. Use the phrase "co-line = line buddies" and "co-planar = plane party" to memorize the difference. These concepts often appear in geometry terms quizzes when determining relationships between multiple points.

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