# NCM:s och Nämnarens webbplats

@dxmathematics på Instagram: "Some Special series

Ask Question Asked 6 years, 8 months ago. Active 6 years, 8 months ago. Viewed 2k times 0. For one of my programs in my Computer Science class I have to calculate the value of pi using the following formula, I'm having trouble with the math equation in java. Ask Question Asked 6 years, 8 months ago. Active 6 years, 8 months ago. Viewed 2k times 0. For one of my programs in my Computer Science class I have to calculate the value of pi using the following formula, I'm having trouble with the math equation in java. Here's the math This is our fifth episode in the series "Amazing Moments in Science": Ramanujan and the Number Pi• Watch more videos of the series: http://bbva.info/2wTWldgA Convergents of the pi continued fractions are the simplest approximants to pi. Ramanujan, S. "Modular Equations and Approximations to ." Quart.

## Vad är en ellips: Formeln för omkretsen av en ellips

So p (4) = 5. This series converges much more rapidly than most arctan series, including Machin's formula.

### NCM:s och Nämnarens webbplats

calculus sequences-and-series approximation pi Ramanujan replied instantly, 'No it is a smallest number that can be expressed in terms of addition of cubes of two different numbers in exactly two ways, 1729 = 12 ^3 + 1^3 also 1729 = 10^3 + 9^3' Since then the no. 1729 is referred as Hardy-Ramanujan number!! 10.3K views Details. References  S. Ramanujan, "Modular Equations and Approximations to ," The Quarterly Journal of Mathematics, 45, 1914 pp. 350–372. and. e.
Ödehus stockholm This contribution highlights the progress made re-garding Ramanujan’s work on Pi since the centennial of his birth in 1987. 1.

Srinivasa Ramanujan upptäckte några kongruenser för partitionsfunktionen: bibliography, but they (and Abramowitz) missed the Selberg formula for Ak(n),  Ramanujan and The world of Pi | Amazing Science. Ramanujan was very passionate about pi. Many of his results involve this favorite mathematical constant. Ramanujan and The world of Pi | Amazing Science.
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