Find det(C) if
C = λ λ + 1
λ λ − 1
If
"C = \\left( {\\begin{matrix}\n\\lambda &{\\lambda + 1}\\\\\n\\lambda &{\\lambda - 1}\n\\end{matrix}} \\right)"
Then
"\\det (C) = \\lambda \\left( {\\lambda - 1} \\right) - \\lambda \\left( {\\lambda + 1} \\right) = {\\lambda ^2} - \\lambda - {\\lambda ^2} - \\lambda = - 2\\lambda"
Answer: "- 2\\lambda"
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