Working systematically
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problemDouble With 1 to 9
Can you find a number and its double using the digits $1$ to $9$ only once each? -
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problemThe Square of My Age
Lauren and Thomas tell their ages in terms of sums of squares. Can you work out how old they really are? -
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problemRelative Time
Albert Einstein is experimenting with two unusual clocks. At what time do they next agree? -
problemStaircase Sum
The digits 1-9 have been written in the squares so that each row and column sums to 13. What is the value of n? -
problemAlphabetical Angle
If all the arrangements of the letters in the word ANGLE are written down in alphabetical order, what position does the word ANGLE occupy? -
problemLatin Multiplication
Can you choose one number from each row and column in this grid to form the largest possibe product?