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(1 point) Find the equilibrium state of the dynamical system $$ begin{array}{1} x_{1}(t+1)=-0.5 x_{1}(t)+0.2 x_{2}(t)-4 x_{1}(t+1)=-5.3 x_{1}(t)+1.3 x_{2}(t)-4 end{array} $$ $$ left[begin{array}{1} x_{1} X_{2}

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(1 point) Find the equilibrium state of the dynamical system $$ \begin{array}{1} x_{1}(t+1)=-0.5 x_{1}(t)+0.2 x_{2}(t)-4 \ x_{1}(t+1)=-5.3 x_{1}(t)+1.3 x_{2}(t)-4 \end{array} $$ $$ \left[\begin{array}{1} x_{1} X_{2} \end{array} ight)=[\square[\square] $$ CS.JG.068

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