Algebra MCQs Test 03 05/08/202011/03/2019 by admin Algebra MCQs Test 04 Please enter your email: 1. The homomorphic image Φ(G) of a group G under homomorphic Φ is itself a Group Abelian Group Not Group None of these 2. Every permutation of degree n can be written as a product of Group cyclic permutations Non cyclic permutationa Permutations 3. Any two cyclic group of same order are None of these Homomorphic Isomorphic meromorphic 4. Any group G be embeded in a groyp of a certain set of Surjective mappings aidentity mappings Injective mappings Bijective mappings 5. A homomorphic image of a cyclic group is Isomorphic Abelian Cyclic Non cyclic 6. Every permutation can be written as product of transpositions both a and b addition of transpositions Difference of transpositions 7. Every subgroup of a cyclic group is Abelian and Cyclic Non cyclic Abelian Cyclic 8. The center of a finite P- group is Non.Trivial Conjugate Normal Trivial 9. A homomorphism P: G ⇒G which is bijective is known as Endomorphism Monomorphism Isomorphism Epimorphism 10. If there is a function f:W→A then aet A is said to be None of these Countable finite infinite Loading … Pages: 1 2 3 4 5 6 7 8 9
