Unformatted text preview: α is a real-valued constant greater than zero. b. Determine the function for the magnitude of X ( ω ). c. Draw the graph of the magnitude of X ( ω ) versus ω . 4. If the Fourier transform of x ( t ) is X ( ω ), what is the Fourier transform of a. x 1 ( t ) = x (1-t ) + x (-1-t ) b. x 2 ( t ) = x (3 t-6) 5. Problem 6 in chapter 11 1...
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- Fall '08
- Weber, #, Rectangular function, Continuous-time Fourier transform