Solve the following ordinary differential equations by Fourier series if the forc- ing is given by...

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Solve the following ordinary differential equations by Fourier series if the forc- ing is given by the periodic function 1, 0 <t< T, f(t) %3D T <t< 2T, and f(t) = f(t + 27): 1. y" – y = f(t), Solve the following ordinary differential equations by Fourier series if the forc- ing is given by the periodic function 1, 0 <t< T, f(t) %3D T <t< 2T, and f(t) = f(t + 27): 1. y" – y = f(t),

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The given ordinary differential equation is x yx fx 1 i Thus we have C2n1 2n n 0 12 as n odd so it i... View the full answer