Pi, How Can It Be Square When It Is All About The Circle? Options

[Trip like I do]

In what would appear to be at first a simple mathematical function, the division of a circle's circumference by its diameter, has fascinated scientists, mathematicians and laymen for thousands of years. Derived from the ratio of a circles diameter to its circumference (d divided by c = pi).

This number, 3.1415 and of to infinity, has served as something of a Mount Everest for computer programmers and mathematicians.

What is the attraction to this number? Perhaps the fact that a circle is probably the most perfect and simple form known to man. And lying at the heart of it is a specific, unchanging number that also manages to appear in functions of geometry, statistics, and biology, everywhere. It keeps popping its head up, reminding us that it is there and defying us to understand why.

Very much like the universe itself, the more technologically advanced we become and as our picture of pi grows larger, the more its mysteries grow.

[PJS]

Thanks for the comment about Creative Pi! I appreciate it very much!

Thanks again,
Peter Jeffrey Spencer
Owner of Creative Pi

Also I have suggested that in an appropriate test be applied on a field.
a 360 ft circle and a 114 and 1/3 ft diameter.

Its alittle bit smaller than the solar system but should still work out right I hope!

Cheers!

[PJS]

Thanks for the comment about Creative Pi! I appreciate it very much!

Thanks again,
Peter Jeffrey Spencer
Owner of Creative Pi

Also I have suggested that in an appropriate test be applied on a field.
a 360 ft circle and a 114 and 1/3 ft diameter.

Its alittle bit smaller than the solar system but should still work out right I hope!

Cheers!

And the Owner of The School P.j.S Original Mathematics & Related Sciences including
The Theory of Space 0/0 Dynamics found here on BrainMeta.Forum and MSN Groups.

P.j.S