# Divisors of the Positive Integer 6

1, 2, 3, 6## Sum of all the Divisors of 6, including itself

12## Sum of the Proper Divisors of 6

6## Properties of the number 6

The integer 6 is an**even**number.

The integer 6 is a

**Composite**number.

6

*equals*6, so it is a

**Perfect**number.

## The number 6 as a Roman Numeral

**VI**

## The number 6 in various Numeral Systems

Base |
Representation |
---|---|

2: | 110 |

3: | 20 |

4: | 12 |

5: | 11 |

6: | 10 |

7: | 6 |

8: | 6 |

9: | 6 |

10: | 6 |

11: | 6 |

12: | 6 |

13: | 6 |

14: | 6 |

15: | 6 |

16: | 6 |

17: | 6 |

18: | 6 |

19: | 6 |

20: | 6 |

21: | 6 |

22: | 6 |

23: | 6 |

24: | 6 |

25: | 6 |

26: | 6 |

27: | 6 |

28: | 6 |

29: | 6 |

30: | 6 |

31: | 6 |

32: | 6 |

33: | 6 |

34: | 6 |

35: | 6 |

36: | 6 |