Find the minimum number required (value of n) for the average deviation of the Fourier Series to fall below 2%
Use the Uniform Convergence of Fourier Series.
Where Sm is the partial sum of the Fourier Series.
C is constant. Here C is ∏^2
2∏^2/M ≤ 0.02 M≥10000 M=10000 series will give a 2.0% error.
2∏^2/M ≤ 2.0 M≥1000 M=1000 series will give a 2.0% error
Which of these two attempts is correct?