- of a null matrix doesn''t exists
- of any matrix other than null matrix is > or = 1
- of any matrix other than null matrix is > or = 2
- of any matrix other than null matrix is > or = 0

Answer: Option 2

Explanation:

Sorry there is no explanation for this answer. Please help others by posting your response below

Previous Question : Rank of a matrix -

Next Question : A set of orthogonal vectors - 1) are linearly independent 2) can be converted to orthonormal vec...

Click here for online test on Matrices

Next Question : A set of orthogonal vectors - 1) are linearly independent 2) can be converted to orthonormal vec...

Click here for online test on Matrices

- For square matrices A,B,C and D, If AB=AC, then we can write B=C
- Given t(AB) = t(B) * t(A) where t stands for transpose, we can write-
- If the determinant of a matrix A is 1, then it is a-
- A = 0 i i 0 is a-
- A skew-symmetric matrix must-
- If A = 0 0 and B = 0 0 0 0 0 0 0 0 0 0 Then AB -
- Let A = 1 1 3 5 2 6 -2 -1 -3 It is seen that A^3 = 0. So, A is a-
- A = a1 a2 a3 b1 b2 b3 c1 c2 c3 Then, a1*cof(b1) + a2*cof(b2) + a3*cof(b3) =
- Let A,B,C,D,E be n*n matrices, each with non-zero determinant and ABCDE = I, where I = Identity matr...
- If a row or coloumn of a matrix A undergoes transformation given by Ri+kRj or Ci+kCj respectively, t...

Sometimes you imagine that everything could have been different for you, that if only you had gone right one day when you chose to go left, you would be living a life you could never have anticipated. But at other times you think there was no other way forward--that you were always bound to end up exactly where you have.

-Kevin Brockmeier
The View from the Seventh Layer