ALGEBRA MCQs Test 01 Please enter your email: 1. Every subgroup of an abelian group is Equivalent Conjugate center Normal 2. Equivalence relation between subgroups of a group is a relation Homomorphic Isomorphic congugacy Isomorphic and congugacy 3. Group obtained by the direct product of sylow- p group is commutator normal abelian center 4. Every group of order where P is a prime number is conjugate cyclic abelian normal 5. Automorphism and inner automorphism of a group G are abelian conjugate normal none of these 6. Two conjugate subgroups are Centralizer Isomorphic normal Homomorphic 7. The set A(G) of all automorphism ofa group is None of these Not Group Normal group Group 8. Aytomorphism group of a finite group is finite infinite abelian normal 9. Any two conjugate subgroups have same none of these order center order and center 10. The intersection of any collection of normal subgroups of a group is Not Abelian Equivalent Normal Abelian Loading … Pages: 1 2 3 4 5 6 7 8 9

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