What does the fact that pi is irrational indicate about its decimal equivalent?

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TaylorBayley · Answer

It goes on forever basically, as it can't be expressed as a fraction.

TaylorBayley · Answer

Pi is irrational, meaning its decimal representation doesn't terminate or repeat, extending infinitely. This was proven in 1768 by Johann Lambert and has significant implications in mathematics. The nature of pi's decimal expansion is crucial in various scientific and mathematical applications. 
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What does the fact that pi is irrational indicate about its decimal equivalent?

Answer (2)

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