Turn the Fourier series. 1. x(t) = - A (t-4 n) 2. x2(t) = -0 A (t-2n)

Turn the Fourier series.

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1. x₁(t) = -∞ A (t-4 n) 2. x2(t) = -0 A (t-2n) 3. x3 (1) el forn < t < n +1 = 4. x4(t) = cost + cos 2t 5. x5 (t) = 6. x6(t)=-(-1)"(t-nT) 7. X7 (1) = -08'(t - nT) 8. xg (1) 9. x9(1) -A(t-n)u_1(t-n) |сos 2л fot (Full-wave rectifier output) = cos 2π fot+ |cos 2л fot] (Half-wave rectifier output) = 1. x₁(t) = -∞ A (t-4 n) 2. x2(t) = -0 A (t-2n) 3. x3 (1) el forn < t < n +1 = 4. x4(t) = cost + cos 2t 5. x5 (t) = 6. x6(t)=-(-1)"(t-nT) 7. X7 (1) = -08'(t - nT) 8. xg (1) 9. x9(1) -A(t-n)u_1(t-n) |сos 2л fot (Full-wave rectifier output) = cos 2π fot+ |cos 2л fot] (Half-wave rectifier output) =

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