Find the Fourier transform of e^|x| . Hence evaluate integral (x sinmx)/1+x² from x= 0 to ∞

Find the function using inverse Fourier transform where f(s)= e^-|s|y

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Find the Fourier cosine transform of e^(-x²/2). Hence find Fourier transform of x e^(-x²/2).

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Fourier Transform ||of f(x)=e^|x| || 18mat31 || Module03 || Dr Prashant Patil

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Fourier Transform / Find the Fourier Transform of f(x) = x^2 |x| lesser =a : 0 |x| greater a

Z transform of Cosn(theta) sinn(theta),k^n{cosn(theta) & sinn(theta)}& e^-a{cosn(theta)&sinn(theta)

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Find fourier transform of f(x) = 1 if |x| lesser equal a: 0 if |x| greater a. Find ∫sin x/x dx

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Fourier Sine Transform || e^(-|x|) || Fourier Transform || 18mat31 || Dr Prashant Patil