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Prerna chaudhary 1 Asked a Question
October 25, 2021 3:32 pmpts 30 pts
CTCIIICTIt Oi UTT Tas ordCT p, Suppose that H is a normal subgroup of G. If IHI= 4 and gH has order 3 in G/H, find a subgroup of order 12 in G. 7 Let Gbe 2a groun and H an odd-order subøroun of G of index 2.
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  • Navdeep goyal 1 thankyou
    check attachment if o(H) is odd then every elements of H has order odd bcz o(a)|O(H) no any even number can divided odd number
    • cropped4435453945160060812.jpg
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    Navdeep goyal 1
    understand
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