* C:) - GOC) • ()%DThe general solution of the above inhomogeneous state space equations iswhich one?Note: If the correct answer is option a), write only a in the blank. vector your selfVị = C) = (), = C) = C")%3D!3!P22Select to be. V, is the generalized eigenvector.x1 (t) = C e=t + C (t +1) e + 4x2(t) = Ce + Cz tet + 3b)x (t) = Cet + C (t- 1) e + 2x2(t) = Ce + Cz te + 1c)x; (t) = C e + C (t- 1) e - 2x2(t) = -C, etCz te + 7%3Dx (t) = C, e + Ctet + 7x(t) = 2 G, e + C; (2 t - 1) e + 10()%3DX(t) = C e + C; (t+1) e + 8x(t) = -C, eC te- 3x (t) = C, e + C; te - 1t- 6x(1)-26 C. (2r + 1) e

Answered: Image /qna-images/answer/f8d0a4ee-9d84-4f54-aa93-a67509efd1c8.jpg

* C:) - G O) • (?) The general solution of the above inhomogeneous state space equations is which one? Note: If the correct answer is option a), write only a in the blank. vector your self Vị = C) = (), = C) = C") %3D !3! Select to be. V, is the generalized eigenvector. x1 (t) = C et + C (t +1) e + 4 x2(t) = Ce + Cz tet + 3 b) x (t) = Cet + C (t- 1) e + 2 x2(t) = Ce + Cz te + 1 c) x; (t) = C e + C (t- 1) e - 2 Cz te + 7 x2(t) = -C, et %3D x (t) = C, e + C te + 7 x(t) = 2 G e + C; (2 t - 1) e + 10 () %D X(t) = C e + C; (t+1) e + 8 x(t) = -C e C te- 3 x (t) = C, e + C; te - 1 t- 6 x (1) -26 C. (2r +1) e

* C:) - G O) • (?) The general solution of the above inhomogeneous state space equations is which one? Note: If the correct answer is option a), write only a in the blank. vector your self Vị = C) = (), = C) = C") %3D !3! Select to be. V, is the generalized eigenvector. x1 (t) = C et + C (t +1) e + 4 x2(t) = Ce + Cz tet + 3 b) x (t) = Cet + C (t- 1) e + 2 x2(t) = Ce + Cz te + 1 c) x; (t) = C e + C (t- 1) e - 2 Cz te + 7 x2(t) = -C, et %3D x (t) = C, e + C te + 7 x(t) = 2 G e + C; (2 t - 1) e + 10 () %D X(t) = C e + C; (t+1) e + 8 x(t) = -C e C te- 3 x (t) = C, e + C; te - 1 t- 6 x (1) -26 C. (2r +1) e

Advanced Engineering Mathematics

10th Edition

ISBN:9780470458365

Author:Erwin Kreyszig

Publisher:Erwin Kreyszig

Chapter2: Second-order Linear Odes

Section: Chapter Questions

Problem 1RQ

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