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If the Fourier Transform of deterministic signal $\mathrm{g}(\mathrm{t})$ is $\mathrm{G}(f)$, then
(1) The Fourier Transform of $g(t-2)$ is

  1. $G(f) e^{-j(4 \pi f)}$

(2) The Fourier Transform of $g(t / 2)$ is

  1. $G(2 f)$
  2. $2 G(2 f)$
  3. $G(f-2)$
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