Question

differentiate between the LINE statement and circle statement​

Answer 1

Answer:

ExpLines and circles form the basis of our scientific understanding. A foundation of mathematics is a simple number we call Pi, a ratio between a line and a circle. Lines and circles create the framework for our 'binary organic brains' to resonate with the natural world. Just count how many times Pi pops up in any Maths or Physics text book.

Pi is an odd number or is it an even one? We don't really know because it is infinite. What is really strange though is that we can never predict the next digit. Pi has an 'internal chaos' just like the prime number sequence. Pi and Prime numbers are chaotic holes in the fabric of mathematics that we conveniently ignore. I can understand prime numbers though, as they create a higher 'pure harmonic' that can only resonate with fundamental in a divine way.

The only sensible explanation of Pi is that binary hexagonal human understanding can never account for it. When does a line stop? Is it the last quark on a line that counts? Where exactly does the border of a circle lie? Is it the orbit of the furtherest electron?

When you look very closely at a tiny line it looks like a circle! When you look at a really big circle, like the horizon, it looks like a line! Are you confused yet?

Well there is no difference between a line and a circle because neither truly exist! No wonder Pi doesn't make sense. But does this mean that mathematics can never describe the natural world of the pentagonal harmonic?

I think that harmonic resonance is not mathematical but

lanation:

Answer 2

Answer:

Lines and circles form the basis of our scientific understanding. A foundation of mathematics is a simple number we call Pi, a ratio between a line and a circle. Lines and circles create the framework for our 'binary organic brains' to resonate with the natural world. Just count how many times Pi pops up in any Maths or Physics text book.

Explanation: