Let A=aij,aij∈Z∩[0,4],1≤i,j≤2. The number of matrices A such that the sum of all entries is a prime

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Let A=[aij] aij∈Z∩[0,4],1≤i,j≤2.The no of matrices such that sum of all entries is prime no p∈(2,13)

A=[aij],aij€Zn[0,4],i,j€[1,2].number of matrices A such that sum of all entries is a prime p€(2,13)

Qus-32 | Let A=[aij], aij ∈ Z∩[0,4], 1≤ i,j ≤ 2 The number of matrices A such that the sum of all...

The number of matrices A such that the sum of all entries is a prime number p belongs to (2,13) is

Dimension of vector space with 4x4 matrices with Aij=0 when i+j=k

Let S = {M = [aij], aij ∈{0,1,2}, 1 ≤ i, j ≤ 2} be a sample space and A = {M ∈ S : M is invertible}

Let A = [aij] with n greater than or equal to 3 and aij = i j Then the rank of A is IE IN GATE

Determinant of a Matrix Class 9