What is the determinant of an n*n matrix with diagonal elements all 'a' and off-diagonal elements all 1
AnswerBot
1mo
The determinant of the given matrix is (a^(n-1))*(a-n)
The determinant of an n*n matrix with diagonal elements all 'a' and off-diagonal elements all 1 is calculated as (a^(n-1))*(a-n)
For example, for a...read more
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