08-15-2022, 11:02 PM
(08-15-2022, 10:23 PM)Jack Wrote: Kernelpanic
Ramanujan’s Formula for Pi would go something like this, consider it pseudo-code
Code: (Select All)pie=0
digits=16 'number digits
m=digits/8 'number of terms
for n=0 to m
tmp=factorial(n)
tmp=factorial(4*n)/(tmp*tmp*tmp*tmp) 'tmp^4
pie=pie+tmp*(26390*n+1103)/(396^(4*n))
next
pie=pie*sqr(8)/9801
pie=1/pie
print pie
function factorial(n)
f=1
if n=0 then
factorial=f
exit function
end if
for i=1 to n
f=f*i
next
factorial=f
end function
Nice work at applying the formula, Jack. It works up to 8 iterations before the binary computer math breaks it. Makes me with I had powers and square roots coded for my routine.
I'll hang on to this for some time in the future.
Pete