G(5 points) suppose that λ0 is an eigenvalue of an n × n matrix a. the number of times that λ − λ0 appears as a factor in the characteristic polynomial of a is called the algebraic multiplicity of λ0. the dimension of the eigenspace corresponding to λ0 is called the geometric multiplicity of λ0. using these new terminologies, find the geometric and algebraic multiplicities of the eigenvalues found in problem 3. you do not have to redo any computation, you can find the required answer easily by looking at your solution in problem 3.