Let A and B be similar matrices
a)Prove that A and B have the same eigenvalues
The Attempt at a Solution
Firstly, i dont see how this can even be possible unless the matrices are exactly the same :S
what do u mean by the same characteristic equation?
Make that "The characteristic equation of matrix A is [tex] det(A- \lambda I) = 0. [/tex]"The the characteristic equation of matrix A is [tex] det(A- \lambda I). [/tex]