Question #193025

Find det(C) if

C = λ λ + 1

λ λ − 1


1
Expert's answer
2021-05-14T10:57:43-0400

If

C=(λλ+1λλ1)C = \left( {\begin{matrix} \lambda &{\lambda + 1}\\ \lambda &{\lambda - 1} \end{matrix}} \right)

Then

det(C)=λ(λ1)λ(λ+1)=λ2λλ2λ=2λ\det (C) = \lambda \left( {\lambda - 1} \right) - \lambda \left( {\lambda + 1} \right) = {\lambda ^2} - \lambda - {\lambda ^2} - \lambda = - 2\lambda

Answer: 2λ- 2\lambda


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