Let H and K be subgroups of a finite group G such that [G:H]=p and [G:K]=q where and p and q are distinct primes. Prove that pq divides [G:H intersect K]. I need a step by step proof and a reason for each step using Lagrange's Theorem.

Subject | Mathematics |

Due By (Pacific Time) | 11/21/2015 12:00 am |

Tutor | Rating |
---|---|

pallavi Chat Now! |
out of 1971 reviews More.. |

amosmm Chat Now! |
out of 766 reviews More.. |

PhyzKyd Chat Now! |
out of 1164 reviews More.. |

rajdeep77 Chat Now! |
out of 721 reviews More.. |

sctys Chat Now! |
out of 1600 reviews More.. |

sharadgreen Chat Now! |
out of 770 reviews More.. |

topnotcher Chat Now! |
out of 766 reviews More.. |

XXXIAO Chat Now! |
out of 680 reviews More.. |