Question: Rewrite the given scalar equation as a first-order system in normal form. Express the system in the matrix form x' = Ax + f. Let

Rewrite the given scalar equation as a first-order system in normal form. Express the system in the matrix form x' = Ax + f. Let x, (t) = y(t) and xz(t) = y'(t). y" (t) - 9y' (t) - 14y(t) = tant Express the equation as a system in normal matrix form

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