We know that if f (x) be a function defined in [-π,π] Let f (x+2π)=f(x) then the Fourier Series of f(x)?
∞
f(x) =a0\2 +∑ (an cos nx+bn sin nx)
n=1

Find the coefficients of Fourier Series when f(x) is ODD and f(x) is EVEN

Question

We know that if f (x) be a function defined in [-π,π] Let f (x+2π)=f(x) then the Fourier Series of f(x)?
                        ∞
f(x) =a0\2 +∑       (an cos nx+bn sin nx)
                      n=1 
                       
Find the coefficients of Fourier Series when f(x) is ODD and f(x) is EVEN

callisto · Answer

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