linear algebra mathematics

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linear algebra mathematics

Postby pranjali17 » Mon Jul 14, 2014 8:54 am

let A be a n*n matrix, the elements of which are real (or complex) polynomials in x. if r rows of the determinant become identical when x=a, then the determinant
a) has a factor of order r b) has a factor of order >r
c) has no factor d) has a factor of order <r

please explain with reason.
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