Question

Deduce the general exponential fourier series as derived in biomedical analog signals and systems​

Answer 1

Exponential Series

Step-by-step explanation:

Answer 2

`{ \rm{x(t) = a_(0) + \sum a_(k) \cos \omega t + \sum b _(k) \sin \omega t }}`

`{ \tt{ a_(0) = (2)/(t) \int x(t) \: dx}} \\ \\ { \tt{ a_(k) = (1)/(t) \int x(t) \cos \omega t \: dx }} \\ \\ { \tt{ b_(k) = (1)/(t) \int x(t) \sin \omega t \: dx }}`