Question

prove that fourier transform is linear ​

Answer 1

Answer:

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Answer 2

Answer:

The Fourier transform is linear as a function whose domain consists of functions, that is, the sum of the Fourier transforms of two functions is the same as the Fourier transform of the sum. Same with scalars. ... That is, a transformation T of vector spaces is called linear if T(ax+by)=aT(x)+bT(y) for scalars a,b.

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