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The quadrillionth (10^15) digit of PI has been identified as 0. The history of finding the nth digit of pi is as follows..

Digits of PI | Year | Methodology | People |
---|---|---|---|

1,120 digits | 1949 | desk calculator | John Wrench & Levi Smith |

2,037 digits | 1949 | arctan series method in ENIAC computer | George Reitwiesner & John von Neumann |

7,480 digits | 1957 | - | - |

10,000 digits | 1958 | - | - |

100,000 digits | 1961 | - | - |

1 million digits | 1973 | - | - |

1 billion (109) digits | 1989 | Srinivasa Ramanujan Modular Equations | Chudnovsky brothers |

2.7 trillion (2.7*1012) digits | 2009 | Srinivasa Ramanujan Modular Equations | Fabrice Bellard |

10 trillion (1013) | 2011 | - | Alexander Yee & Shigeru Kondo |

quadrillionth (1015th) | 2000 | Bellard's formula | PiHex |

Even after finding the quadrillionth bit Pi still stands as a transcendental number.

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Daily Maths Topic Today - hunt for digits of : billionth trillion quadrillionth largest digit of pi.