JAM Question Paper 2019-20 MA (Mathematics).
JAM MA – Mathematics 2019-20 Question Paper test papers will be fully objective type. This JAM MA – Mathematics 2019-20 Question will help all the students for their exam preparation, here the question type is MCQ i.e multiple choice question answers, if this JAM MA – Mathematics 2019-20 question paper in pdf file for IIT JAM MA – Mathematics you can download it in FREE, if Joint Entrance Examination (JAM) 2019-20 paper in text for JAM you can download JAM 2019-20 page also just Go to menu bar, Click on File->then Save.
JAM Question Paper 2019-20 MA (Mathematics).
JAM MA – Mathematics 2019-20 Question paper Free Download PDF is available in www.oldquestionpapers.net which has been provided by many students this Joint Admission Test i.e. JAM MA – Mathematics 2019-20 paper is available for all the students in FREE and also JAM Mathematics 2019-20 question paper fully solved i.e. with answer keys and solution.
You can get daily updates on JAM MA – Mathematics 2019-20 from www.oldquestionpapers.net here you can also check similar links for other related study materials on JAM Mathematics Entrance 2018 exam. Here JAM 2019-20 Mathematics question is also available in English.
01. If {v1, v2, v3} is a linearly independent set of vectors in a vector space over ℝ, then which one of the following sets is also linearly independent?
- (A) {v1 + v2 – v3, 2v1 + v2 + 3v3, 5v1 + 4v2}
- (B) {v1 – v2, v2 – v3, v3 – v1}
- (C) {v1 + v2 – v3, v2 + v3 – v1, v3 – v1 + v2, v1 + v2 + v3}
- (D) {v1 + v2, v2 + 2v3, v3 + 3 v1}
02. Let U, V and W be finite dimensional real vector spaces, T:U → V, S:V → W and P:W → U be linear transformations. If range (ST) = nullspace (P), nullspace (ST) = range (P) and rank (T) = rank (S), then which one of the following is TRUE?
- (A) nullity of T = nullity of S
- (B) dimension U ≠ of dimension of W
- (C) If dimension of V = 3, dimension of U = 4, then P is not identically zero
- (D) If dimension of V = 4, dimension of U = 3, and T is one-one, then P is identically zero
03. Let G be a group satisfying the property that f:G → ℤ221 is a homomorphism implies f (g) = 0, ∀g ∈ G. Then a possible group G is
- (A) ℤ21
- (B) ℤ51
- (C) ℤ91
- (D) ℤ119
04. Let H be the quotient group ℚ/ ℤ. Consider the following statements
I. Every cyclic subgroup of H is finite.
II. Every finite cyclic group is isomorphic to a subgroup of H.
Which one of the following holds?
- (A) I is TRUE but II is FALSE
- (B) II is TRUE but I is FALSE
- (C) both I and II are TRUE
- (D) neither I nor II is TRUE
05. Let P and Q be two non-empty disjoint subsets of ℝ. Which of the following is (are) FALSE?
- (A) If P and Q are compact, then P ∪ Q is also compact
- (B) If P and Q are not connected, then P ∪ Q is also not connected
- (C) If P ∪ Q and P are closed, then Q is closed
- (D) If P ∪ Q and P are open, then Q is open
JAM MA Question Paper 2019-20 Free Download:
Similar Pages….
See Also……