×
Detail Form
We will send your result on your email id and phone no. please fill detail
1.
If 
and 
are 
matrices such that 
and 
, then
and are matrices such that and , then
2.
Let be a skew-symmetric matrix of even order, then 
be a skew-symmetric matrix of even order, then
3.
If 
and 
, then 
is equal to
and , then is equal to
4.
If 
is the sum of a symmetric matrix and skew-symmetric matrix, 
, then is
is the sum of a symmetric matrix and skew-symmetric matrix, , then is
5.
The matrix 
is a singular matrix, if 
is equal to
is a singular matrix, if is equal to
6.
If and are square matrices of order 3x3 , then which of the following is true?
and are square matrices of order 3x3 , then which of the following is true?
7.
If 
be a diagonal matrix with diagonal element all different and 
be some another matrix. Let 
then 
is equal to
be a diagonal matrix with diagonal element all different and be some another matrix. Let then is equal to
8.
Let 
be a matrix, then (determinant of )
(adjoint of inverse ) is equal to
be a matrix, then (determinant of ) (adjoint of inverse ) is equal to
9.
The rank of 
is
is
10.
Let 
are positive real numbers. The following system of equations 
in 
and
has
are positive real numbers. The following system of equations in andhas