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  1. function monte_carlo_simulation(iterations)
  2.     inside_circle = 0
  3.     for _ in 1:iterations
  4.         x, y = rand(), rand()
  5.         if x^2 + y^2 <= 1
  6.             inside_circle += 1
  7.         end
  8.     end
  9.     return (inside_circle / iterations) * 4
  10. end
  11.  
  12. iterations = 1_000_000
  13. @time pi_estimate = monte_carlo_simulation(iterations)
  14. println("Estimación de Pi: ", pi_estimate)
  15.  
Success #stdin #stdout 0.48s 214536KB
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  0.061568 seconds (47.30 k allocations: 2.610 MiB, 87.86% compilation time)
Estimación de Pi: 3.141944
https://ideone.com/atMvCL
language:
Julia (julia 1.5.3)
created:
2 days ago
visibility:
public

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