29. letx = x;().y = y, (t) and x = x2(0), y = y.(t) are two Linearly independent 0= solutions to the homogenous linear system a = 27 (1)x + b; (Oy, = a, ()x+1,()y then in [a, b] the general solution to the x e al.[ above system is given by a) * = 4*,() + 3x (0) .y = 47,0) - czy,0) b) x= Ch, (t) + Cr2(t),y – Cy, (t) + y (t) C) x= cx (t) – cz«,(t),y – qy, (t)- cıy(t) d) * = 4x (1)- 43«,(b).y = cy, () + ey_(1)
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