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solve the following harmonic and damped harmonic differential equation: (a) x (t) +9x(t) = 0, (b) x (t) + 4x' (t) + 13x(t) =

 

solve the following harmonic and damped harmonic differential equation: (a) x" (t) +9x(t) = 0, (b) x" (t) + 4x' (t) + 13x(t) = 0, Note: Please put the answer in one of the three oscillatory solutions mentioned in the lecture notes.

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