Question: d Using X | 1 |x) = 1 S(x-x2), prove that = ; df(x) i dxi complete relation between Hint: Insert a K 15>

d Using x|k|x) = 1 S(x-x2), prove that = ; ds(x) i dxi complete relation between Hint: Insert a K 15>

d Using X | 1 |x) = 1 S(x-x2), prove that = ; df(x) i dxi complete relation between Hint: Insert a K 15>

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Proof We start with the definition of the Fourier transform hatfk integral fx eikx dx We can then use the following identity ddx eikx ikeikx to write ... View full answer

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