Question

Let G be a finite group with subgroup H. Define E = { g^{-1} H g...

Let G be a finite group with subgroup H.

Define E = { g^{-1} H g : g \in G }.

Prove that |E| divides |G/H|.

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Answer #1

Hi a sub raup ot G lee a finie Huce H ave to e a mormal G1/H We haue uonmidered Aulag roup of if H i a mormal subgroup o Nrw,etes xe let 2 Hin a normal ubgrt E 9 Hena E thne identity element t the rup G/t. Which in a fwre arn or der of an 2leuent mun

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