4.2. Consider the Fourier series for the periodic functions given. (i) x(t)=sin 41+ cos 8r+7+ cos 161 (ii) x(1) = cos² (iii) x(1)=3+5 cost + 6 sin (21+ /4) (iv) x()-10 + 3 cos (1) + 7 sin (4.5r) (v)x() 110 cos (3771) (vi) x(1)=4(cos 21) (sin 4r) (vii) x(1) 4 sin²(41) + cos(161) (a) Find the Fourier coefficients of the exponential form for each signal. (b) Find the Fourier coefficients of the combined trigonometric form for each signal.
4.2. Consider the Fourier series for the periodic functions given. (i) x(t)=sin 41+ cos 8r+7+ cos 161 (ii) x(1) = cos² (iii) x(1)=3+5 cost + 6 sin (21+ /4) (iv) x()-10 + 3 cos (1) + 7 sin (4.5r) (v)x() 110 cos (3771) (vi) x(1)=4(cos 21) (sin 4r) (vii) x(1) 4 sin²(41) + cos(161) (a) Find the Fourier coefficients of the exponential form for each signal. (b) Find the Fourier coefficients of the combined trigonometric form for each signal.
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Author:Robert L. Boylestad
Publisher:Robert L. Boylestad
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Transcribed Image Text:4.2. Consider the Fourier series for the periodic functions given.
(i)
x(t)=sin 41+ cos 8r+7+ cos 161
(ii) x(1) = cos²
(iii) x(1)=3+5 cost + 6 sin (21+ /4)
(iv) x()-10 + 3 cos (1) + 7 sin (4.5r)
(v)x() 110 cos (3771)
(vi) x(1)=4(cos 21) (sin 4r)
(vii) x(1) 4 sin²(41) + cos(161)
(a) Find the Fourier coefficients of the exponential form for each signal.
(b) Find the Fourier coefficients of the combined trigonometric form for each
signal.
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