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6 Nov 2019
The solution of X' = [3 0 0 0 3 -1 0 1 1]x is Select the correct answer. a. X = c_1 [0 1 0]e^3t + c_2 [0 1 -1] e^3t + c_3 [[0 1 -1] te^2t + [0 1 0] e^2t] b. X = c_1 [0 1 -1]e^3t + c_2 [0 1 0] e^2t + c_3 [[0 1 0] te^2t + [0 1 0] e^2t] c. X = c_1 [1 0 0]e^3t + c_2 [0 1 -1] e^2t + c_3 [[0 1 -1] te^2t + [0 1 0] e^2t] d. X = c_1 [1 0 0]e^3t + c_2 [0 1 1] e^2t + c_3 [[0 1 1] te^2t + [0 1 0] e^2t]. The eigenvalues of the matrix A = [1 1 -2 -1] Select the correct answer. a. plusminus Squareroot 3 b. plusminus Squareroot 3i c. plusminus 1 d. plusminus 2i e. plusminus i Show transcribed image text
The solution of X' = [3 0 0 0 3 -1 0 1 1]x is Select the correct answer. a. X = c_1 [0 1 0]e^3t + c_2 [0 1 -1] e^3t + c_3 [[0 1 -1] te^2t + [0 1 0] e^2t] b. X = c_1 [0 1 -1]e^3t + c_2 [0 1 0] e^2t + c_3 [[0 1 0] te^2t + [0 1 0] e^2t] c. X = c_1 [1 0 0]e^3t + c_2 [0 1 -1] e^2t + c_3 [[0 1 -1] te^2t + [0 1 0] e^2t] d. X = c_1 [1 0 0]e^3t + c_2 [0 1 1] e^2t + c_3 [[0 1 1] te^2t + [0 1 0] e^2t]. The eigenvalues of the matrix A = [1 1 -2 -1] Select the correct answer. a. plusminus Squareroot 3 b. plusminus Squareroot 3i c. plusminus 1 d. plusminus 2i e. plusminus i
Show transcribed image text Bunny GreenfelderLv2
23 Feb 2019