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Angles & Symmetry treasure hunt

Make maths alive with our Angles & Symmetry scavenger hunts! Children discover geometric shapes and patterns in their immediate environment, from architecture to natural forms. These interactive GPS scavenger hunts make abstract maths teaching concrete and engaging.

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Made 2 days ago: Enkhuizen city walk in Enkhuizen

Angles & Symmetry treasure hunt - GPS treasure hunt Mathematics

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Featured this week: example questions for Angles & Symmetry

New example questions from the library every Monday. Updated on 12 October 2026.

Where do you see corners on a bicycle?
At the wheel At the wheels At the bell At the spokes
A snowflake is:
Symmetrical Only around Always square Never pretty
A butterfly has two wings. Are they the same?
Yes, they are equal No, they are different One is bigger One is yellow
A ladybird is:
Symmetrical Square Triangular Has corners
A symmetrical shape you can:
Fold in half Rolls only Never touch Throwing alone
Has a symmetrical face:
2 equal halves 3 eyes 1 ear 4 noses
A bird flies. Its wings are...
Same left and right Left larger Right other Left only
A car has two wheels on the left. How many wheels does it have on the right?
Also 2 1 3 4
Create a angles & symmetry treasure hunt for Ages 3-4
When you draw a Christmas tree, what shape does it have?
triangle circle square rectangle
If you fold a paper aeroplane, what's special about it?
both sides are the same it has no sides left is bigger right is bigger
When you make a snowman, what shapes do you use?
circles squares triangles rectangles
Where is the line of symmetry in a human being?
in the middle of the body at the feet at arms by the head
What is symmetrical about a bicycle?
the two wheels the saddle the bell the chain
What is the same on both sides of your face?
eyes nose mouth chin
Which shape has no corners?
circle square triangle rectangle
If you draw a heart, how many parts are the same?
2 parts 1 volume 4 parts 3 parts
Create a angles & symmetry treasure hunt for Ages 5-6
What do you get if you fold a square in half along a line of symmetry?
A rectangle A triangle A circle A pentagon
Which letter has no symmetry line?
F A M I
Which shape has the fewest lines of symmetry?
Irregular triangle Square Circle Rectangle
What is half of a right angle?
45 degrees 30 degrees 60 degrees 90 degrees
How many lines of symmetry does a rhombus (diamond shape) have?
2 1 4 6
Which figure has a horizontal line of symmetry?
3 1 2 4
What shape is created when you cut a square diagonally?
Two triangles Two rectangles Two circles Two pentagons
How many symmetry lines does the letter D have?
1 2 4
Create a angles & symmetry treasure hunt for Ages 9-10
In a right-angled triangle, one acute angle is 35°. The other acute angle is:
55° 65° 45° 75°
A reflex angle is:
greater than 180° and less than 360° greater than 90° and less than 180° greater than 360° less than 90°
The sum of two adjacent angles in a parallelogram is:
180° 90° 360° 120°
A circle is divided into 8 equal sectors. Each sector has a midpoint angle of:
45° 40° 50° 36°
A regular pentagon has point symmetry:
no yes only at 72° rotation only with rotation of 36°
Which angle is complementary to 34°?
56° 146° 66° 126°
In a clock dial, the hands make an angle of at 3 o'clock:
90° 30° 60° 120°
What angle do the hands of a clock form at 15:00?
90° 45° 120° 60°
Create a angles & symmetry treasure hunt for Ages 13-14
A regular pentagon can tile:
Never alone Always perfect Only with auxiliary characters Only in groups of five
When reflected in the y-axis, point (a, b) is mapped to:
(-a, b) (a, -b) (-a, -b) (b, a)
A regular octagon is rotated about its centre. What is the smallest angle of rotation at which the octagon falls exactly back on itself?
45° 40° 60° 72°
Which transformation preserves both distances and angles but changes orientation?
Mirror Rotation Translation Homothetics
When rotated 90° counterclockwise, point (3, 2) is imaged at:
(-2, 3) (2, -3) (-3, -2) (2, 3)
The big hand of a clock turns how many degrees per minute?
6° 30° 12° 0,5°
How many degrees does the small hand of a clock turn in 20 minutes?
10° 20° 120° 6°
A concave polygon always has:
At least one reflex angle Sharp corners only Four corners Symmetry
Create a angles & symmetry treasure hunt for Ages 15-16
Given a rotation of 120° about the centre, how many times does this rotation fit into a complete rotation?
3 4 2 6
A circle is divided into 8 equal sectors. Each sector has an angle of:
45° 40° 50° 36°
How many degrees does the hand of a clock turn in 40 minutes?
240 degrees 200 degrees 220 degrees 260 degrees
Which number has both horizontal and vertical line symmetry?
8 3 6 2
An equal angle in radians expressed as π/4 is equal to:
45° 30° 60° 90°
A convex polygon has the property that:
All interior angles are smaller than 180° All sides are equally long It has at least six sides All angles are equal
How many degrees does the minute hand of a clock turn in 25 minutes?
150° 145° 155° 140°
What rotation does a square convey within itself?
90° 45° 60° 72°
Create a angles & symmetry treasure hunt for Ages 17-18

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Frequently asked questions

A Angles & Symmetry scavenger hunt is a GPS-guided outdoor activity with quiz questions about Angles & Symmetry, part of the theme Mathematics. You walk a route past various locations and answer fun questions along the way.

There are 2604 questions available about Angles & Symmetry: 2604 multiple choice questions, 0 open questions and 0 assignments. The category Mathematics has more than 49999 questions in total.

There are Angles & Symmetry questions for all ages: from 3-5 years (toddlers) to 20+ (adults). The questions are automatically adapted to the chosen level.

Go to oppatt.io, create a free account, choose the theme Mathematics and select Angles & Symmetry as the topic. Choose an age category and location, and you'll have a complete scavenger hunt within a minute.