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SOLVED: Let G = Sn and let H be the subgroup of Sn given by H = 2, (2 5) (3 4), (2 3 4 5)(1 6), (2 4)(3 5), (1 6) (
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![group theory] orbit stabiliser theorem proof : r/learnmath](https://i.imgur.com/8k6cuWg.png "group theory] orbit stabiliser theorem proof : r/learnmath")
group theory] orbit stabiliser theorem proof : r/learnmath
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![SOLVED: State the Orbit-Stabilizer Theorem [5 marks] Let G be a finite group and let H < G be a subgroup. Recall the normalizer subgroup NG(H) := g ∈ G : g⠻](https://cdn.numerade.com/ask_images/4add1326b2eb4b30861a38940805f763.jpg "SOLVED: State the Orbit-Stabilizer Theorem [5 marks] Let G be a finite group and let H < G be a subgroup. Recall the normalizer subgroup NG(H) := g ∈ G : g⠻")