Question: Consider the function and first check that the exponents are unitless. Then show that the Fourier transform of E(t) is You might want to use

Consider the function

,-ίωρ! E(t) = Ege-i@ote-7/27²

and first check that the exponents are unitless. Then show that the Fourier transform of E(t) is

E(@) = V2E0TE(w-ww°/2 w-w²/2

You might want to use the integral identity

,-! E(t) = Ege-i@ote-7/27 E(@) = V2E0TE(w-ww/2 w-w/2

,-! E(t) = Ege-i@ote-7/27 E(@) = V2E0TE(w-ww/2 w-w/2

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