Post by sultan007 on Feb 1, 2012 1:25:12 GMT -5
Let f(t) be a signal with time period
1) if f(t+T/2)=f(t) then how can I prove that the fourier series of f(t) contains no longer odd harmonics .
2) if f(t+T/2) = -f(t) then how can I prove that the fourier series of f(t) contains no longer even harmonics .
1) if f(t+T/2)=f(t) then how can I prove that the fourier series of f(t) contains no longer odd harmonics .
2) if f(t+T/2) = -f(t) then how can I prove that the fourier series of f(t) contains no longer even harmonics .