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PI found in Minesweeper - a new conjecture

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#probability #pi #conjectures #monte-carlo
79
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Need help finding $\lim_{n\to\infty} \lfloor \pi\cdot10^n\rfloor \bmod 10$

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#limits #pi
149
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Clarifications On Spivak Chapter 18 Problem 34

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#calculus #analysis #exponential-function #pi #eulers-number-e
318
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Squaring a Leibnitz-like series

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#sequences-and-series #pi
3.7k
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Can $\pi$ be defined in a p-adic context?

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#p-adic-number-theory #pi #de-rham-cohomology #nonarchimedian-analysis
51
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$π = \frac{c}{d}$

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#irrational-numbers #pi
1.3k
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Why is $\frac{7 \cosh(\sqrt 6)}{13}$ near $\pi$?

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#calculus #approximation #pi #hyperbolic-functions
119
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Decimal expansions of irrational numbers

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#irrational-numbers #pi #decimal-expansion
76
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How is value of one radian and pi same for all circles?

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#circles #pi
222
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Proving $\pi$ is irrational with recursive integrals

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#real-analysis #integration #polynomials #pi
626
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How do you rewrite the slope in terms of Pi?

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#pi #slope
322
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A conjectural infinite series for $\frac{\pi}{2}$

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#real-analysis #sequences-and-series #elementary-number-theory #prime-numbers #pi
123
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How to verify if a given number is a decimal expansion of $\pi$?

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#algorithms #pi
191
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Stuck on a step of a proof that $\pi$ is irrational.

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#calculus #polynomials #proof-explanation #irrational-numbers #pi
23
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How to find pi?

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#pi

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