Tuesday, February 1, 2022

Managed 16 places of 1 by pi

 

It is a tuner type of 1 by pi generator. It has (1+x1)^n, (1+x2)^n squared,  (1+x3)^n cubed and (1+x4)^ n to the power of 4 terms.

Fetches 1 by pi to 16 terms in 4 iterations. 

Added 




3 comments:

  1. Just my ((n!)(2n!)(6/85))/((n!)^(n+2)) fetches 1 by pi upto 5 places in 4 iterations.
    If I use (1+0.000041206)^n also then 1 by pi upto 9 places in 4 iterations.
    I claim I used Wolfram alpha resources sensibly.

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  2. There is tremendous scope in tuner concept. Because 41206 by 54 has repeated decimals. And others too.

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  3. 54 and 22628 can be expressed as (0.41206)^n into (0.318309)^(n(n+1))/2 .
    So my formula can be made iterative.

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