Hello,
1 2 3 4
let NumDPExceeds a b n = let num = a * 10I ** n if num < b then true else num % b <> 0I
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how can I determine if a rational number (a/b) has "more than n" decimal places.
e.g. let NumDPExceeds(a,b,n) = ???
there are 2 cases when this returns true,
1 - the decimal places are finite and greater than n
2 - the decimal places are infinite
its easy enough to use prime factorization to determine recurring decimals (i.e. where the number of decimal places is infinite) however how would one determine if it is finite but greater than a limit (e.g. n decimal places where n could be quite a large number).