Question: I help understand this question. Given the Second Order Ordinary Differential Equation: d'y +Ady +3 v= a, Initial Conditions: y 0 =5 y '0)=0 dt

I help understand this question.

Given the Second Order Ordinary Differential Equation: d'y +Ady +3 v= a, Initial Conditions: y 0 =5 y '0)=0 dt dt Where a, = 10 Find y (t = y (t)+ yo, It) in time domain Is the system over-damped, under-damped, or critical? Find y t) using Laplace Transforms

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