Question

Expand the Following function in to complex Fourren seres and deternine

the number of reguired toms in
Fanien seriesto hove an accuray of 99%
f(x)=[x(1−x)(2−x)(1−x)​x<1x>1​

Answer 1

The given function cannot be expanded into a complex Fourier series because it is not periodic.

Step-by-step explanation:

To expand the given function into a complex Fourier series, we need to interpret the function as periodic and express it as a sum of complex exponentials. However, the given function is defined only for 0 < x < 1 and 1 < x, which means it is not periodic.

Since the function is not periodic, we cannot expand it into a complex Fourier series.

Therefore, the number of terms required to have an accuracy of 99% in a Fourier series is not applicable in this case.