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if f(x) and g(x) are 2 real valued functions such that : f:R→Rf:R \rightarrow Rf:R→R g:R→Rg:R \rightarrow Rg:R→R
then the value of the integral : ∫−π/2π/2[(f(x)+f(−x)][g(x)−g(−x)]dx=?\int_{-\pi/2}^{\pi/2}[(f(x) + f(-x)][g(x) - g(-x)] dx = ? ∫−π/2π/2[(f(x)+f(−x)][g(x)−g(−x)]dx=?
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