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Free tool · Quizzes and practice

Angles Quiz Generator

Make an angles quiz: angles on a straight line and around a point, in triangles and quadrilaterals, and interior and exterior angles of regular polygons.

  • Free
  • No sign-up to try
  • Works as you type
Difficulty

Preview: 10 questions

  1. 1. Angles around a point are 85°, 113° and x. What is x?

  2. 2. Three angles sit together on a straight line: 81°, 33° and x. What is x?

  3. 3. Angles around a point are 95°, 103° and x. What is x?

  4. 4. Three angles sit together on a straight line: 79°, 23° and x. What is x?

  5. 5. Two angles sit together on a straight line. One is 121°. What is the other?

  6. 6. Two angles sit together on a straight line. One is 27°. What is the other?

  7. 7. Angles around a point are 63°, 62°, 96° and x. What is x?

  8. 8. Angles around a point are 31°, 31° and x. What is x?

  9. 9. Angles around a point are 83°, 109° and x. What is x?

  10. 10. Three angles sit together on a straight line: 92°, 47° and x. What is x?

Free, no sign-up to try. Your quiz becomes a Room you can edit, publish and share.

See a worked example

How it works

How the Angles Quiz Generator works

  1. 1

    Pick skills and difficulty

    Choose the skills to practise, how hard, and how many questions.

  2. 2

    Try it here

    The quiz appears as you choose. Answer a few and check them to see the worked solutions.

  3. 3

    Create the Room

    One click makes it a quiz Room with a tutor that gives hints. Publish it and share the link.

Worked example

What it makes

Three questions from a easier quiz on angles, with the answers and worked solutions the quiz shows after checking.

  1. 1. Angles around a point are 85°, 113° and x. What is x?

    Options: 167° · 172° · 198° · 162°

    Answer: 162°

    Angles around a point add up to 360°: 360 − 85 − 113 = 162°.

  2. 2. Three angles sit together on a straight line: 81°, 33° and x. What is x?

    Options: 71° · 246° · 114° · 66°

    Answer: 66°

    Angles on a straight line add up to 180°: 180 − 81 − 33 = 66°.

  3. 3. Angles around a point are 95°, 103° and x. What is x?

    Options: 162° · 198° · 157° · 152°

    Answer: 162°

    Angles around a point add up to 360°: 360 − 95 − 103 = 162°.

Who it's for

Who uses it

  • Teachers

    Practice on angle facts with fresh numbers each time.

  • Learners

    Learn which total to use: 180°, 360° or (n − 2) × 180°.

  • Tutors

    Move from angle facts to polygons.

Good to know

What to consider

  • Questions describe the angles in words; there are no diagrams.
  • Level 1 is lines and points, level 2 triangles and quadrilaterals, level 3 regular polygons.
  • Angles in parallel lines need a diagram, so they are not included.

Questions

About the Angles Quiz Generator

Why are there no diagrams?

The quiz is text-only so every answer can be computed and checked. Questions that need a diagram, like angles in parallel lines, are left out.

How do I know the answers are right?

The questions are computed, not written by AI: each answer is worked out with exact arithmetic and checked again by a separate solver in our tests. Every question shows its worked solution after the learner checks their answers.

Can my students use it without an account?

Yes. Publish the Room and share the link: anyone with it can take the quiz, check their answers and read the worked solutions. You need a free account to keep and publish the Room.

Make your quiz now

Free, no sign-up to try. It becomes a Room you can edit, publish and share.

Create my quiz

Related

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  • Pythagorean Theorem Quiz GeneratorMake a Pythagorean theorem quiz: find the hypotenuse or a shorter side, solve ladder problems and distances between points, and give answers to 1 decimal place.
  • Circle Area and Circumference QuizMake a circles quiz: circumference and area in terms of π from a radius or a diameter, answers to 1 decimal place, and finding the radius from the area.
  • Volume Quiz GeneratorMake a volume quiz: cubes and cuboids, triangular prisms, cylinders in terms of π or to 1 decimal place, and missing lengths worked back from a volume.
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