Each digit of a positive integer is 1, 2 or 3, and each of these occurs at least twice. What is the smallest such integer that is not divisible by 2 or 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?
Weekly Problem 37 - 2014
Which of the five diagrams below could be drawn without taking the pen off the page and without drawing along a line already drawn?
What is the value of $2015 \times 2017 - 2016 \times 2016$?
What is the last-but-one digit of 99! ?
What is the units digit of the given expression?
Multiply a sequence of n terms together. Can you work out when this product is equal to an integer?