Solve the given initial value problem.

x$^(\text{'})=([6,-1$

$4,1])$x$,$x$(0)=((4)/(-1))$

x$($t$)=$

Describe the behavior of the solution as t$->\backslash$infty $.$

x$\_(1)->\backslash$infty and x$\_(2)->-\backslash$infty as t$->\backslash$infty $.$

x$\_(1)->-\backslash$infty and x$\_(2)->0$ as t$->\backslash$infty $.$

x$\_(1)->\backslash$infty and x$\_(2)->\backslash$infty as t$->\backslash$infty $.$

x$\_(1)->0$ and x$\_(2)->0$ as t$->\backslash$infty $.$

x$\_(1)->0$ and x$\_(2)->\backslash$infty as t$->\backslash$infty $.$

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