Anonymous posted an Question
November 09, 2021 • 02:01 am 50 points
  • IIT JAM
  • Mathematics (MA)

2 let g, and g, be two finite groups with | ge100 and | g, f 25. if f:g g, isa surjective group homomorphism, then (a) ker( n|=2 (b) | ker{ rd=4 ker( n -5 (| ke

2 Let G, and G, be two finite groups with | GE100 and | G, F 25. If f:G G, isa surjective group homomorphism, then (a) Ker( n|=2 (b) | Ker{ rD=4 Ker( N -5 (| Ke(N|=10

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  • Anonymous User Best Answer

    B check attachment

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    given f:G1 to G2 surjective therefore G2 is homomorphic image of G1 using fundamental th

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