Question: ?????????????? Find the general solution of the system X1. = X1 2 X2. X2. = 13 x1 + 3 X2. You must follow the instruction

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Find the general solution of the system X1. = X1 2 X2. X2. = 13 x1 + 3 X2. You must follow the instruction to get the unique representation. (1) Find the eigenvalues, which should take the form A = p j: q l. (2) Choose the eigenvalue with negative imaginary part (namely A = p - q 1'], find its associated eigenvector If = (tub), where b = 13. (3) Follow the procedure in the book, but let both C1 and C2 to he 1, the firsterow solution is X1 = EplU COS qt + m sln qr). What is .l' (the coefficient of the cosine term)

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