For any circle, \(circumference \div diameter = 3.141592...\)

Credit: © NPG

This number is so special that it is given its own symbol \(\pi\) (the Greek letter pi).

The value \(\pi\) is a constant, but is called an irrational number as an exact value for \(\pi\) does not exist. In non-calculator working out, approximate values are used, of which \(3.14\) and \(3.142\) are probably the most common. Other, less accurate approximations are \(\frac{22}{7}\) and \(3\).

All scientific calculators have a \(\pi\) button. You can use this to make your calculations more accurate.

The earliest known use of the Greek letter \(\pi\), to represent the ratio of a circle's circumference to its diameter, was by the Welsh mathematician William Jones in his 1706 work ‘*Synopsis Palmariorum Matheseos*’ or, ‘*A New Introduction to the Mathematics*’.