Kirandeep Kaur posted an Question
October 27, 2022 • 12:31 pm 30 points
  • CSIR NET
  • Mathematical Sciences

10. consider the group homomorphism ¢ : ma(r) > r given by d(a) = tr(a). then the kernel of o is not isomorphic to (a) m(r) /{aem:(r): o(a) = 0} (b).r2 (c) r3 (

10. Consider the group homomorphism ¢ : Ma(R) > R given by d(A) = Tr(A). Then the kernel of o is not isomorphic to (a) M(R) /{AEM:(R): O(A) = 0} (b).R2 (C) R3 (d) GL2(R)

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