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(Solved): 1. Consider the signal whose Fourier transform is shown in Figure 1. Let \( x_{s}(t)=x(t) p(t) \) r ...




1. Consider the signal whose Fourier transform is shown in Figure 1. Let \( x_{s}(t)=x(t) p(t) \) represent the sampled signa
1. Consider the signal whose Fourier transform is shown in Figure 1. Let \( x_{s}(t)=x(t) p(t) \) represent the sampled signal. Draw \( \left|X_{s}(\omega)\right| \) for the following cases: (a) \( T=\pi / 15 \) and (b) \( T= \) \( 2 \pi / 15 \) [3 points]


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