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Task/Monte-Carlo-methods/Maxima/monte-carlo-methods.maxima
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Task/Monte-Carlo-methods/Maxima/monte-carlo-methods.maxima
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load("distrib");
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approx_pi(n):= block(
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[x: random_continuous_uniform(0, 1, n),
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y: random_continuous_uniform(0, 1, n),
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r, cin: 0, listarith: true],
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r: x^2 + y^2,
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for r0 in r do if r0<1 then cin: cin + 1,
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4*cin/n);
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float(approx_pi(100));
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