Screwdriver
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Pi D^2/4 is far better the Pi r^2 for calculating the area of a circle Nobody, in their right mind, would try to accurately measure the radius instead of the diameter, when doing anything engineering.
It was a philosophical point made in relation to the choice of “human“ size measuring scales. I suggested imperial units have their place since they are still useful in giving a sense of perspective, in understanding the physicality of nature as it relates to a person.
Conceptually, Pi is not the fundamental constant from which geometry is created in nature. An orbit for example has a focus and a radius, it is from that geometry a diameter may be created. Therefore when trying to appreciate nature from a human perspective, which involves complex maths and odd equations, Pi is a derivative constant and not a fundamental property of nature.
How that affects our measurement of this phenomena is irrelevant.