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The derivative property of Fourier transforms states that if X(j) is the Fourier transform of x(t), then jX(j) is the Fourier transform of d dtx(t).
The derivative property of Fourier transforms states that if X(j) is the Fourier transform of x(t), then jX(j) is the Fourier transform of d dtx(t). This is readily proved by writing down the inverse Fourier transform formula and taking the derivative with respect to t of both sides. 3025
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