Let A and B be real matrices such that A is symmetric matrix and B is skew - symmetric matrix. Then the system of linear equations , where X is a column matrix of unknown variables and O is a null matrix, has :
Option: 1 infinitely many solutions
Option: 2 no solution
Option: 3 a unique solution
Option: 4 exactly two solutions
C is skew symmetric.
So
so system have infinite solutions.
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