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Submit Papers đŠNote :- All questions from each section carry equal marks. All questions are compulsory and answer limit are approximately 250 words. Start the answer of each section from new page. Maximum limit of pages of answer booklet are approximately 16 pages. Answer should be written by the student in his/her own handwriting mandatory. The first page of answersheet should be download by the student from university website is mandatory.
Prove that every abelion group G is a module over the ring of Integers.
Define simple module and semi simple module with example.
Define Noetherian and Artinian modules with examples.
Define Uniform module and Primary module.
Prove that the relation of similarity is an equivalence relation in algebra of linear transformations on (V/F)