If the signal x(4t) has a fundamental period (T₁=1 sec) and a Fourier series coefficient C₁-(j/2+k), then the fundamenta

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If The Signal X 4t Has A Fundamental Period T 1 Sec And A Fourier Series Coefficient C J 2 K Then The Fundamenta 1 (45.27 KiB) Viewed 57 times

If the signal x(4t) has a fundamental period (T₁=1 sec) and a Fourier series coefficient C₁-(j/2+k), then the fundamental period (T₂) and Fourier series coefficient (dk) of y(t) = x(t) are: O a. T₂- 4 sec, dk=(j/2nk) O b. T₂ 1/4 sec, dk=(j/2nk) O c. T₂= 2 sec, bdk=(j3/2nk) O d. None of the mentioned O e. T₂- 4 sec, dk=(-j/4nk) The power of the signal x(t) is x(t)=1-2cos(nt)+6cos(2 t) O a. None of the mentioned O b. 21 O c. 12 O d. 10 O e. 24