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If H is a subgroup of G, are there any cosets gH of H in G that exist? Besides H=1H.
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so long as g has an inverse in H, then gH should be a subgroup.
however, gH will be the same subgroup as 1H.
THAT"S WHAT I THOUGHT!!! Thank you so much!!!!!!
you're welcome! yeah, gH would just be a permutation of H, provided gH is a subgroup.
that's what I thought but the way the professsor asked the question got me all confused. I really can't believe I figured that out on my own for once and that someone's answer corresponded with mine. Thanks so much
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kudos to you!!!
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