Show that the Fourier series represents the function f(t), of period 2, given by Deduce that, apart
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Show that the Fourier series represents the function f(t), of period 2π, given by
Deduce that, apart from a transient component (that is, a complementary function that dies away as t → ∞), the differential equation
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f(t) = t (0 t ) -t (-t0)
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Since ft is an even function is has a Fourier series expansion ao ft 200 ...View the full answer
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