2 out of 3
A robot moves along the number line. Where will it be after 2011 slides?
2 out of 3
Weekly Problem 47 - 2016
What is the sum of the six marked angles?
2 out of 3
Weekly Problem 27 - 2014
Four congruent isosceles trapezia are placed in a square. What fraction of the square is shaded?
2 out of 3
Weekly Problem 37 - 2015
A piece of card is folded to make an open box. Given its surface area, can you work out its volume?
2 out of 3
Weekly Problem 31 - 2017
The triangle HIJ has the same area as the square FGHI. What is the distance from J to the line extended through F and G?
3 out of 3
Weekly Problem 17 - 2015
A square contains two overlapping squares. What is the total of the shaded regions?
2 out of 3
Can you find the time between 3 o'clock and 10 o'clock when my digital clock looks the same from both the front and back?
2 out of 3
Our school dinners offer the same choice each day, and each day I try a new option. How long will it be before I eat the same meal again?
3 out of 3
The teacher has forgotten which pupil won which medal. In how many different ways could he give the medals out to the pupils?
2 out of 3
Weekly Problem 36 - 2007
Find the length along the shortest path passing through certain points on the cube.
