Exercise: Consider the periodic signal x(t) = j cos(2Πt) - j - sin(2Πt).
A) Determine the fundamental period of x(t) and the value of the coefficients of the Fourier series of x(t)
B) Indicate how much power is carried by the constant component, i.e., P0, and how much power is carried by the first harmonic component, i.e., P1