Transformations Quiz Generator
Make a transformations quiz on points: reflections in the axes, translations and rotations about the origin, with the rule and a worked answer for each.
- Free
- No sign-up to try
- Works as you type
Preview: 10 questions
1. Reflect the point (3, −8) in the y-axis. Where does it land?
2. Reflect the point (−7, 2) in the x-axis. Where does it land?
3. Reflect the point (−4, −1) in the x-axis. Where does it land?
4. Reflect the point (−2, 5) in the y-axis. Where does it land?
5. Reflect the point (3, 6) in the x-axis. Where does it land?
6. Reflect the point (5, 6) in the x-axis. Where does it land?
7. Reflect the point (4, −3) in the x-axis. Where does it land?
8. Reflect the point (4, −8) in the y-axis. Where does it land?
9. Reflect the point (7, 2) in the y-axis. Where does it land?
10. Reflect the point (−5, 6) in the y-axis. Where does it land?
Free, no sign-up to try. Your quiz becomes a Room you can edit, publish and share.
How it works
How the Transformations Quiz Generator works
- 1
Pick skills and difficulty
Choose the skills to practise, how hard, and how many questions.
- 2
Try it here
The quiz appears as you choose. Answer a few and check them to see the worked solutions.
- 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 transformations, with the answers and worked solutions the quiz shows after checking.
1. Reflect the point (3, −8) in the y-axis. Where does it land?
Options: (−3, 8) · (−3, −8) · (3, 8) · (−8, 3)
Answer: (−3, −8)
Reflecting in the y-axis keeps y and changes the sign of x: (3, −8) → (−3, −8).
2. Reflect the point (−7, 2) in the x-axis. Where does it land?
Options: (7, −2) · (7, 2) · (2, −7) · (−7, −2)
Answer: (−7, −2)
Reflecting in the x-axis keeps x and changes the sign of y: (−7, 2) → (−7, −2).
3. Reflect the point (−4, −1) in the x-axis. Where does it land?
Options: (−4, 1) · (4, −1) · (4, 1) · (−1, −4)
Answer: (−4, 1)
Reflecting in the x-axis keeps x and changes the sign of y: (−4, −1) → (−4, 1).
Who it's for
Who uses it
Maths teachers
Practise the rules for each transformation.
Tutors
Check a learner knows (x, y) → (y, −x) and friends.
Learners
Drill reflections and rotations before a test.
Good to know
What to consider
- Questions transform single points written as text; transforming whole shapes on a grid isn't covered.
- Levels are difficulty bands, not school grades or a curriculum.
Questions
About the Transformations Quiz Generator
What does each level cover?
Level 1 is reflections in the x- and y-axes, level 2 translations, and level 3 rotations of 90° and 180° about the origin.
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.
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