Quiz: OP10 ?| | | https usm.instructure.com/courses/20695/quizzes/64319/take amp

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Quiz: OP10 ?| | | https usm.instructure.com/courses/20695/quizzes/64319/take ampusTools...d Log In MAT 461/561...Analysis II NCTM Turnitin Outlook Mail WeBWorK : M. . 18-Harris Teaching in ..ary Schools Quiz: OP10 Started: Apr 12 at 9:11am ents Quiz Instructions cem ents only 1 attempt allowed since mostly true/false ons Time Elaps Attempt due 0 Minutes Question 1 1 pts Given a subgroup K of group G, which of the following are ways to show that K is normal in G? by showing that, for each element in K, all its conjugates are in K O by showing that each left coset (gK) is also a right coset (Kg) by showing that the index of K in G is 2 nces rations by finding a homomorphism f from G to some other group H such that K is the kernel of f 65 O by determining that G is abelian ng ? FS 4 5 8 0

Explanation / Answer

Question1)

As per definition of normal subgroup all of the given options are correct

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