HEXAGON problem | |

Q) A regular HEXAGON has a perimeter of 30 units.what is the sum of the length of all the diagonals? |

Re: HEXAGON problem | |

regular hexagon let side be 'a' 6a=30 a=5 now 3 diagonals each of 2a units hence 6a=30units |

Re: HEXAGON problem | |

How is every diagonal equal to 2a. I mean all the diagonal can't b equal. Moreover v've got 6 more diagonals. Got it is the answer around 82.2? |

Re: HEXAGON problem | |

There r 9 diagonals 3 big r equal to 2a each. The six small r root3* a. So sum= 6a + 6 rt3 a. = 30+30 rt3 |