Why skew symmetry matrix has zero determinant value?
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hiiii frnd here's the answer to the given question
It is one of the property of skew symmetric matrix. If, we have any skew-symmetric matrix with odd order then we can directly write its determinant equal to zero. We can verify this property using an example of skew-symmetric 3x3 matrix. We can find its determinant using co-factors and can verify that its determinant is equal to zero.
To look at an example of skew matrix go through the file present below. I have showed that determinant of skew-symmetric matrix with odd order is equal to zero.
hope ull get the answer to the given question and mark as brainliest one......
It is one of the property of skew symmetric matrix. If, we have any skew-symmetric matrix with odd order then we can directly write its determinant equal to zero. We can verify this property using an example of skew-symmetric 3x3 matrix. We can find its determinant using co-factors and can verify that its determinant is equal to zero.
To look at an example of skew matrix go through the file present below. I have showed that determinant of skew-symmetric matrix with odd order is equal to zero.
hope ull get the answer to the given question and mark as brainliest one......
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