Consider the system of differential equations with solutions y ₁ y ₂ ÿ(t) = C₁ y₁ (t) y₂ (t) = = = = 3y1 + 2y2, 4y1 + y2, C₁e5t - c₂e-t, C₁e5t +2c₂e-t, for any constants c₁ and c₂. Rewrite the solution of the equations in vector form as ÿ(t) = c₁ÿ₁(t) + c2ÿ2(t). | + C₂

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