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As you want here I am giving bellow IIT Jam MCA Question Papers , you can do downalod its paper from here on free of cost : An abeliari group of order 24 has (A) exactly one subgroup of order 3 (B) exactly two subgroups of order 3 (C) no subgroup of order 3 (D) more than two subgroups of order 3 Let A be an n x n matrix such that TAx > 0 for every non zero vector x in R. Which of the following is true? (A) All eigen values of A are negative (B) All eigen values of A are positive (C) Exactly one eigen value of A is zero (D) More than one eigen values of A are zero Which of the following is not true? (A) The order of the subgroup of a finite group divides the order of the group (B) Every group of finite order is cyclic (C) Every cyclic group is abelian (D) If k is a divisor of the order of a group G, then G must have a subgroup of order k Which of the following is true? (A) The set of all 2 2 real matrices forms a group under matrix multiplication (B) A finite abelian group of order 6 has exactly two non-trivial subgroups (C) Every finite group is always cyclic (D) The set of all 2 2 real non-singular matrices forms an abelian group under matrix multiplication IIT Jam MCA Question Papers ![]() ![]() ![]() ![]()
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