Discussion: 1.Find bn in the expansion of x2 as a Fourier series in (-p,p). 2.Find the...
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Discussion: 1.Find bn in the expansion of x2 as a Fourier series in (-p,p). 2.Find the constant term a0 in the Fourier series corresponding to f(x)= x -x3 in (-TT, TT). 3.what is the effect on the resulted waveform synthesis if the number of harmonic decrease or increase? 4. What is the best result obtained partially and why? Discussion: 1.Find bn in the expansion of x2 as a Fourier series in (-p,p). 2.Find the constant term a0 in the Fourier series corresponding to f(x)= x -x3 in (-TT, TT). 3.what is the effect on the resulted waveform synthesis if the number of harmonic decrease or increase? 4. What is the best result obtained partially and why?
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To find bn in the expansion of x2 as a Fourier series in the interval we can use the formula for bn bn 1 x2 sinnx dx Evaluating this integral gives bn ... View the full answer
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