(a) Find the general solution of the given system of equations. -1 -4 x=(13)* X -1 .. ( 4 ) 2 e(-1+2i): -i 2 +02 (3) e(-

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(a) Find the general solution of the given system of equations. -1 -4 x=(13)* X -1 .. ( 4 ) 2 e(-1+2i): -i 2 +02 (3) e(-1-2i). X x(t) = C₁
(b) Drag the point to select the correct direction field. Direction Field 3
(b) 1 (c) There is not enough information to determine if solutions converge or diverge. Divergent solutions have trajectories defined by (sin(2t), cos(2t))¹. All solutions will diverge to infinity All solutions will converge to the origin. The line along (-2, 1) consists of equilibrium points. Divergent solutions have trajectories defined by (cos(2t), sin(2t))T.