What is the rank of n×n matrix if a ij =i+j?where i and j represents no.of rows and no. Of column respectively.

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Arun · Answer

Dear student As if aij = i + j hence determinant will not be zero now for any matrix if determinant is non zero then rank is defined as the order. hence rank = n

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What is the rank of n×n matrix if a ij =i+j?where i and j represents no.of rows and no. Of column respectively.

What is the rank of n×n matrix if a_ij=i+j?where i and j represents no.of rows and no. Of column respectively.

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What is the rank of n×n matrix if a ij =i+j?where i and j represents no.of rows and no. Of column respectively.

What is the rank of n×n matrix if aij=i+j?where i and j represents no.of rows and no. Of column respectively.

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What is the rank of n×n matrix if a_ij=i+j?where i and j represents no.of rows and no. Of column respectively.