Something interesting here?

Quora has this; \sqrt 2 + \sqrt 3 ~= \pi.

I see some good use. \sqrt D + \sqrt D+r ~= A
[D; diameter, r; radius, A; area]

Is this a new relation?

and this another; 2\sqrt (D.r) + D \sqrt 3 = C

OR even; D (\sqrt 2 + \sqrt 3) = C. well thats trivial.
where C is circumference.

What If D, D+r are simultaneously perfect-square or Dr is perfect-square.

But this trivial statement (D (\sqrt 2 + \sqrt 3) = C. well thats trivial) can be re-written into some sort of theorem.

The circle can always be divided into two parts where one part is 41% more stretched than the diameter and the remaining arc is 73% more stretched than the diameter.

and the semicircle is always 11/7 times bigger than the diameter. [so its each part is 57% more stretched than the diameter]

I am an experimental particle physicist, traveler, teacher, researcher, scientist and communicator of ideas. I am a quarkist and a bit quirky ! Hypothesis non fingo, eppur si muove, dubito cogito ergo sum are things that turn me on ! Researcher in experimental high energy physics (aka elementary particle physics; like “quarks, leptons & mesons and baryons”) … Teacher of Physics (and occasionally chemistry and maths) Blogger (check my website; mdashf.org) ! Love to read read and read but only stuff that interest me. Love to puff away my time in frivolities, just dreaming and may be thinking. Right now desperately trying to streamline myself.

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