Why can't we divide a circumference of a circle with its diameter perfectly?, In short why is Value of Pi Non Terminating? Does that means we can never find exact circumference of any circle?
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In the math world, we just write $2\pi r$ for the circumference of a circle, and $\pi$ just stays there for the $exact$ answer. We cannot find a circle with exact circumference without $\pi$, but we cannot draw a perfect circle in real life either.
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