Let be a vector space, and be two endomorphisms over , and . Denote by and the set of eigenvalues of and . Among the following claims, which one is correct?

Question

Let    be a vector space,    and    be two endomorphisms over   ,    and   . Denote by    and    the set of eigenvalues of    and   . Among the following claims, which one is correct?

Accepted Answer

is an eigenvector of    and    is an eigenvector of   .

Answer

Answer

is an eigenvector of    is an eigenvector of    and   .

Answer

Crowdly

Let be a vector space, and be two endomorphisms over , and . Den...

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