The representation of Fourier series can be in case of Non-periodic signals too.Group of answer choicesCan not be determinedTrueNoneFalse

The statement provided relates to the applicability of Fourier series to non-periodic signals.

Analysis of the Statements:

1. True: This would imply that Fourier series can indeed represent non-periodic signals.
2. False: This would suggest that Fourier series cannot represent non-periodic signals.
3. Can not be determined: This option implies uncertainty about the applicability of Fourier series to non-periodic signals.
4. None: This option is ambiguous and does not provide a clear evaluation.

Explanation:

Fourier series is primarily used to analyze periodic functions. For non-periodic functions, the Fourier transform is typically used, rather than the Fourier series. However, a Fourier series can theoretically be constructed for a non-periodic function if we consider it over a finite interval, addressing it as a form of approximation.

Conclusion:

The most accurate answer in this context is False, as Fourier series are designed specifically for periodic signals, while non-periodic signals are better handled by Fourier transforms.

Final Answer:

False.