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    Tricky Fourier Transform problem for an exponential function

    Homework Statement find the Fourier transform, using the definition of the Fourier transform \widehat{f}(\nu)=∫^{∞}_{-∞}f(t)e^{-2 \pi i \nu t}dt, of the function f(t)=2 \pit^{2}e^{- \pi t^{2}}Homework Equations I have the answer: (1-2{\pi \nu^{2}})e^{- \pi \nu^{2}} The Attempt at a Solution...
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