Tuesday, February 1, 2022

Years back

Years back, I did this 1 by pi. This one is fast. 9 places in 4 iterations.


I took (1+0.000041206)^n instead of (1+(0.000041206)^n) as I have been doing.

I am sorry if people are confused. 

at

1 comment:

  1. Kirtivasan GanesanFebruary 2, 2022 at 7:21 AM

    1 by n minus 1 is a Geometric progression of 1 by n plus 1 by n squared plus 1 by n cubed and so on.
    I will use this equation for pi.
    In LHS I shall calculate 1 by pi minus 1.
    In RHS I shall calculate 1 by pi plus 1 by pi squared plus 1 by pi cubed.
    There will be a difference.
    This difference shall be averaged and used further in iteration.
    Eventually I expect pi to many places.
    This is how I think.

    ReplyDelete