Graphing or plotting the division of circumference by diameter via multiplying the circumference by the inverse diameter to arrive at an area of π evolves a curve of function f(x)=(xn)−1f\left(x\right)=\left(\frac{{x}}{n}\right)^{-1} distinctly highlighting the π\sqrt\pi I’ve created a Geogebra animation here: PI and Square Root of PI
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