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Small pepper seedlings in turquoise pots.
problem

Hexagon Cut Out

11 to 14

Weekly Problem 52 - 2012
An irregular hexagon can be made by cutting the corners off an equilateral triangle. How can an identical hexagon be made by cutting the corners off a different equilateral triangle?

Small pepper seedlings in turquoise pots.
problem

Heptagon Has

11 to 14

Weekly Problem 15 - 2012
How many of the five properties can a heptagon have?

Small pepper seedlings in turquoise pots.
problem

Incentre Angle

14 to 16

Weekly Problem 1 - 2011
Use facts about the angle bisectors of this triangle to work out another internal angle.

Small pepper seedlings in turquoise pots.
problem

Intersecting Squares

11 to 14

Weekly Problem 32 - 2014
Three overlapping squares are shown. If you know the areas of the overlapping and non-overlapping parts, can you work out the side lengths of the squares?

Small pepper seedlings in turquoise pots.
problem

Canny Fraction

14 to 16

What fraction of the volume of this can is filled with lemonade?

Small pepper seedlings in turquoise pots.
problem

Reflected Back

11 to 14

Imagine reflecting the letter P in all three sides of a triangle in turn. What is the final result?

Small pepper seedlings in turquoise pots.
problem

Folding in Half

14 to 16

How does the perimeter change when we fold this isosceles triangle in half?

Small tomato seedlings in yellow pots.
problem

Different Digital Clock

14 to 16

At how many times between 10 and 11 o'clock are all six digits on a digital clock different?

Small tomato seedlings in yellow pots.
problem

Two Girls

14 to 16

There are 10 girls in a mixed class. If two pupils are selected, the probability that they are both girls is 0.15. How many boys are in the class?

Small pepper seedlings in turquoise pots.
problem

Bishop's Paradise

11 to 14

Which of the statements about diagonals of polygons is false?

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