Mr.P’s Parent Maths Problem of the Week

Hello parents.

Last week’s problem involved identifying a pattern in a “pizza” of numbers in order to determine the missing value on one of the slices. Number patterns are usually presented linearly, as this  reflects how we read and write – from left to right. However, these pizza-style puzzles present patterns in a less conventional way, encouraging children (and adults) to think non-linearly. This supports the development of flexible thinking and problem-solving skills.

The correct answer to last week’s problem is 20. To reach this solution, the numbers on opposite slices of the pizza are added together; each pair totals 24. The slice opposite the missing number is 4, which means the missing number must be 20.

Well done to everyone who solved it!

Solutions will be published in the following week’s edition of the Barrow Hills Bulletin.

Problem 3: 23 January 2026
The digits of the year 2001 add up to 3. How many times has this happened before (and including) 2001, starting at year 1?

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