Question: Skewed Matrix Check Problem Description A square matrix is symmetric if array(W) = array(JJ) for all i, j. We say that a square matrix is

 Skewed Matrix Check Problem Description A square matrix is symmetric if

Skewed Matrix Check Problem Description A square matrix is symmetric if array(W) = array(JJ) for all i, j. We say that a square matrix is skew symmetric if array( array(j,i) for all i, j. Notice that this means that all of the values on the diagonal must be 0. Write a function that will receive a square matrix as an input argument, and will return logical 1 for true if the matrix is skew symmetric or logical O for false if not. For example, the following matrix is skewed: 0111 1011 1-101 1-1-10 The following matrix is not: 1211 1011 1101

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