2007-2.md

course	course_year	question_number	tags	title	year
Linear Algebra	IB	2	IB 2007 Linear Algebra	2.I.1G	2007

Suppose that $S, T$ are endomorphisms of the 3-dimensional complex vector space $\mathbb{C}^{3}$ and that the eigenvalues of each of them are $1,2,3$. What are their characteristic and minimal polynomials? Are they conjugate?