Recent content by Jorgy86

And we do need to add the right angles again to the first diameter to investigate the technical aspect of the circle. How else would one draw a circle without it. So a quadrant is a forth of a circle then what I am looking for is 2 quadrants which would be 5. What I've been aiming to do is keep...

Well if you only look at the whole numbers 0, 1, 2, 3, 4, 5, 6, 7, 8, 9, 10 everybody sees that 5 is the halfway mark. But what I wanted to show is that if you stop at the halfway mark and put 10, 9, 8, 7, 6 there you are basically showing what a circle looks like. Which is symmetry in another...

Can we atleast agree that a circle is perfectly symmetric and maybe my "discovery" is look and behold 0 through 10 behave in perfect symmetry as well.

Yes but if you have a circumference of 10 don't you divide this by the 4 points of two symmetric lines in your circle to get a diameter.

Due to an illness I have a hard time explaining my thoughts in better detail. If I had a dictionary stuck in the head I would probably do a better job. I'm not suggesting that pi isn't C/d. I guess what I'm saying is isn't the circumference 10. Diameter 2.5 because you can investigate the...

Sorry for my poor method of explaining things. I'll try once more and if I fail I will explain why. Yes you are correct that you draw a line through an object. I'm saying there are two lines. Horizontal and vertical. It makes sense to do this if you are making something. If symmetry...

If 10 is where the symmetry ends would that not also be where my circle dots up?

#4 sorry

I am trying to explain that there is symmetry in a circle and I'm confused as to why pi is an never ending number. What I want from this thread is an answer to why what I wrote is wrong fx.

If you notice that there is symmetry in the numbers 0 to 10 this is a good place to start with what I want to talk about. I want to talk about the circle. If we need a technically correct circle one would need to see the symmetry of 0 to 10 and more correctly 0 to 5 and from this point 10 to...