C# double to decimal precision loss

138630.78380386264 is not exactly representable to double precision. The closest double precision number (as found here) is 138630.783803862635977566242218017578125, which agrees with your findings. You ask why the conversion to decimal does not contain more precision. The documentation for Convert.ToDecimal() has the answer: The Decimal value returned by this method contains a maximum of 15 significant … Read more

Why do I get “OverflowError: (34, ‘Result too large’)” or “OverflowError: (34, ‘Numerical result out of range’)” from floating-point exponentiation?

Python floats are neither arbitary precision nor of unlimited size. When k = 349, 16.**k is much too large – that’s almost 2^1400. Fortunately, the decimal library allows arbitrary precision and can handle the size: import decimal decimal.getcontext().prec = 100 def pi(): pi = decimal.Decimal(0) for k in range(350): pi += (decimal.Decimal(4)/(decimal.Decimal(8)*decimal.Decimal(k+1))…)

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