Let x(t) be a signal that has a rational Laplace transform with exactly two poles,
located at s = -1 and s = -3. If g(t) = e2t x(t) and G (jw) [ the Fourier transform of
g(t)] converges, determine whether x(t) is left sided, right sided, or two sided?
Required
Other Requirements: Let x[n] be a real and odd periodic signal with period N=7 and Fourier coefficients ak. Given that a15=j, a16=2j, a17=3j, determine the values of a0, a-1, a-2 & a-3?