Q. Cardinality of the set of even prime number under 10 is 4.

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Q. If for sets A and B there exists an injective function but not bijective function from A to B then?

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Q. If cardinality of (A U B) = cardinality of A+ cardinality of B. This means ____________

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Q. If A is a subset of B and B is a subset of C, then cardinality of A U B U C is equal to ____________

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Q. If a matrix A = [A₁₁ A₁₂ ⋯ A₁ₙ A₂₁ A₂ₙ ⋮ ⋮ Aₙ₁ Aₙ₂ ⋯ Aₙₙ], order(nxn) Aᵢᵢ = 1, Aᵢⱼ = 0 for i ≠ j. Then that matrix is known as ________

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Q. A symmetric matrix is a one in which?

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Q. An anti-symmetric matrix is a one in which?

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Q. A matrix having one row and many columns is known as?

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Q. A matrix having many rows and one column is known as?

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Q. The trace of the matrix is defined as _______

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Q. A square matrix A = [aᵢⱼ ]ₙₓₙ, if aᵢⱼ = 0 for i > j then that matrix is known as _______

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Q. A square matrix A = [aᵢⱼ ]ₙₓₙ, if aᵢⱼ = 0 for i < j then that matrix is known as _______

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Q. Two matrix can be added if _______

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Q. For matrix A if AAᵀ = I, I is identity matrix then A is?

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Q. Let A and B be two matrices of same order, then state whether the given statement is true or false.

A + B = B + A

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Q. Let A and B be two matrices of same order, then state whether the given statement is true or false.

AB = BA

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Q. Let A order(axb) and B order(cxd) be two matrices, then for AB to exist, correct relation is given by?

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Q. Let A order(axb) and B order(cxd) be two matrices, then if AB exists, the order of AB is?

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Q. Let A=[aᵢⱼ ] be an mxn matrix and k be a scalar then kA is equal to __________

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Q. The matrix multiplication is distrbutive over matrix addition.

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