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21
Task/Continued-fraction/PascalABC.NET/continued-fraction.pas
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Task/Continued-fraction/PascalABC.NET/continued-fraction.pas
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##
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function calc(fun: integer-> (integer, integer); n: integer): decimal;
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begin
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var temp := decimal(0.0);
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for var ni := n to 1 step -1 do
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begin
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var (a, b) := fun(ni);
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temp := b / (a + temp);
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end;
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result := fun(0)[0] + temp;
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end;
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function fsqrt2(n: integer) := (if n > 0 then 2 else 1, 1);
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function fnapier(n: integer) := (if n > 0 then n else 2, if n > 1 then n - 1 else 1);
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function fpi(n: integer) := (if n > 0 then 6 else 3, (2 * n - 1) * (2 * n - 1));
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println(calc(fsqrt2, 200));
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println(calc(fnapier, 200));
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println(calc(fpi, 10000));
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9
Task/Continued-fraction/Uiua/continued-fraction.uiua
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Task/Continued-fraction/Uiua/continued-fraction.uiua
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# Evaluates some interesting continued fractions.
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Cfrac! ← +⊢^!0∧(÷:⊙+:°⊟)⊙0≡^!^.+1⇌⇡
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Fsqrt₂ ← [⊃(+1>0)⋅1]
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Fe ← [⊃(⨬⋅2∘>0.|⨬⋅1-1>1.)]
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Fpi ← [⊃(×3+1>0|ⁿ2-1×2)]
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&p$"√2 = _"Cfrac!Fsqrt₂ 200
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&p$"e = _"Cfrac!Fe 200
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&p$"π = _"Cfrac!Fpi 200
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