Check Pi might look random but it's full of hidden patterns .I don’t see why “a ...

Check Pi might look random but it's full of hidden patterns .I don’t see why “a ...

2 décembre 2019 · 2 min. de lecture
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Check Pi might look random but it’s full of hidden patterns .

I don’t see why “a sphere of say 1 meter in diameter and place it in a 1 meter cube it would be exactly 52.3598775598298 percent of the cube”

the volume of the sphere is V=4pi(1/2)^3/3 which is pi/6, so it has also an infinite number of decimals so it is not “exactly 52.3598775598298 percent of the cube”

pi/6 1000 decimals - Wolfram|Alpha gives

0.5235987755982988730771072305465838140328615665625176368291574320513027343810348331046724708903528446636913477522137177745156407682584303719542265680214135195750473504503230868509266074371581591550636607381351626109889076880792747056311305275452003181909414278205767247684090544413688989345433748568789540978344343859313624802534868271382090152858940613154317266685550884248034110868973578253235852682388428783942932653255153643528969887686321841864246790770633271249278919809587874818713230305019915216389455604067761071810035658243992041228651170299768239504617565361960488627920641124697446115675220000946878575439268046309618904596316015289395297869114068168708255716910915975618417987132815431539236699926853548369934773390696933022716291285516600864512018916666663954963416585099552888026827197658374099092244847171070870513755574475058769885313618350005229731254810979222013969034361962781912172663755817381259114551932604773137256312656253262969762967553618711344355003213127685326515360700332

just made a small python scripts that counts the occurrences (second column) of numbers (first column) :

0 93

1 105

2 97

3 106

4 83

5 115

6 111

7 95

8 107

9 89

10 10

11 8

12 10

13 18

14 5

15 16

16 9

17 9

18 10

19 10

20 9

21 6

22 8

23 8

24 9

25 10

26 14

27 12

28 10

29 9

30 10

31 13

32 15

33 6

34 12

35 12

36 13

37 8

38 8

39 9

40 8

41 9

42 6

43 14

44 7

45 8

46 9

47 9

48 10

49 2

50 12

51 12

52 14

53 12

54 12

55 13

56 13

57 7

58 11

59 7

60 8

61 12

62 9

63 13

64 5

65 11

66 11

67 6

68 21

69 12

70 8

71 15

72 6

73 9

74 9

75 12

76 12

77 8

78 10

79 5

80 7

81 13

82 12

83 7

84 8

85 12

86 10

87 14

88 10

89 13

90 10

91 12

92 10

93 7

94 5

95 8

96 10

97 10

98 9

99 7

would need to make some stats, but looks “normal”.

Dr. Goulu
Auteurs
Dr. Goulu (il/lui)
Ingénieur à la retraite, toujours curieux et voyageur
EPFL MS Informatique 1988, PhD automatique 1994, eMBA Management of Technology

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