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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?

Sarah's average speed for a journey was 2 mph, and her return average speed was 4 mph. What is her average speed for the whole journey?

Jasmine buys three different types of plant. How many triffids did she buy?

Can you place the nine cards onto a 3×3 grid such that every row, column and diagonal has a product of 1?

Weekly Problem 27 - 2014
Four congruent isosceles trapezia are placed in a square. What fraction of the square is shaded?

Mary is driving to Birmingham Airport. Using her average speed for the entire journey, find how long her journey took.

Weekly Problem 58 - 2012
Once granny has smashed some of her cups and saucers, how many cups are now without saucers?

Weekly Problem 17 - 2015
A square contains two overlapping squares. What is the total of the shaded regions?

Edith had 9 children at 15 month intervals. If the oldest is now six times as old as the youngest, how old is her youngest child?

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?