How do i go about finding the fourier transform of 1/(1+t^2) ? I guess I'm suppose to integrate it from 0 to infinity, but it seems pretty hard: e^-j2pi*ft/(1+t^2) dt
Last edited by synnexster; Feb 1st 2009 at 03:04 PM.
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Originally Posted by synnexster How do i go about finding the fourier transform of 1/(1+t^2) ? I guess I'm suppose to integrate it from 0 to infinity, but it seems pretty hard: e^-j2pi*ft/(1+t^2) dt Shouldn't the integral go from –∞ to + ∞? In which case, you should be able to evaluate it by contour integration.
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