If you divide the circumference of any
circle by its diameter it yields a number that never ends or repeats.
This number is referred to as pi (B).
The circumference to diameter ratio (c/d) is a constant, no matter how large
or small the circle. This ratio produces is the number pi (22/7 or 3.1419…).
As early as the 2000 BC Babylonian mathematicians used the ratio
25/8. The Egyptian, Ahmes (1680-1620BC) also wrote about this
relationship and came up with a value of 256 divided by 81 or 3.160.
Archimedes of Syracuse discovered that pi is between 223/71 and 22/7,
with the average being 3.1419. He considered the perimeters of a 96 sided
polygon and inscribed a circle with this polygon to determine approximation.
In 1768, Johann Lambert proved that pi has an infinite number of digits
with a repeating pattern.
Statue of Ahmes
has been found to be one of those numbers used in many other equations, to
help determine unknowns. It is easy to measure the diameter, but difficult to
measure the circumference. In a circle: circumference =2Br;
area = Br2.
In a sphere: surface area = 4
volume = 4/3B