A waveform is defined by V(t) 10e 3t for 0 t 0 4 and V(t) V(t 0 4) for all t Sketch the graphs of V, dV dt and t 0 Vdt Express V as a Fourier series and show that the amplitude of the nth harmonic is about 2 22 n

Question: A waveform is defined by V(t) = 10e 3t for 0 t < 0.4 and V(t) = V(t 0.4) for all t. Sketch

A waveform is defined by V(t) = 10e^–3t for 0 ≤ t < 0.4 and V(t) = V(t – 0.4) for all t. Sketch the graphs of V, dV/dt and ∫^t₀ Vdt. Express V as a Fourier series and show that the amplitude of the nth harmonic is about 2.22/n.

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Vt 10 dV dr O 30 04 04 08 08 12 12 t Vdt O do 04 11 2 40 10e dr s 5 04 An 5 10e3r a... View full answer

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